\n ","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"450.19","comment":{"@type":"Comment","text":"450.19"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"627.60","comment":{"@type":"Comment","text":"627.60"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"518.40","comment":{"@type":"Comment","text":"518.40"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"309.20","comment":{"@type":"Comment","text":"309.20"}}],"acceptedAnswer":[{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"309.20","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Array.dwg\" file and switch to the \"Table\" view in the model space. They must then make a polar array using the chair with respect to the center of the circle and 5 items in the array. Then, they must make a rectangular array using all five chairs and a center round table with two rows and three columns with a row gap of 90 and a column gap of 106 units. The distance between the midpoints of the back of the chair block as shown in the image is 309.20. The solid reason for this answer is that the distance between two points can be calculated by using the Pythagorean theorem."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Array.dwg\" file and switch to the \"Table\" view in the model space. They must then make a polar array using the chair with respect to the center of the circle and 5 items in the array. Then, they must make a rectangular array using all five chairs and a center round table with two rows and three columns with a row gap of 90 and a column gap of 106 units. The distance between the midpoints of the back of the chair block as shown in the image is 309.20. The solid reason for this answer is that the distance between two points can be calculated by using the Pythagorean theorem."}}]},{"@type":"Question","eduQuestionType":"Multiple choice","learningResourceType":"Practice problem","name":"Perguntas mistas","text":"Open the \\\"Isometric.dwg\" file. Make the isometric drawing as shown in the following image. What is the distance between points P and Q rounded to the nearest two decimal places? \n ","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"9.58","comment":{"@type":"Comment","text":"9.58"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"8.20","comment":{"@type":"Comment","text":"8.20"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"12","comment":{"@type":"Comment","text":"12"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"7.00","comment":{"@type":"Comment","text":"7.00"}}],"acceptedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"9.58","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Isometric.dwg\" file and make the isometric drawing as shown in the image. The distance between points P and Q rounded to the nearest two decimal places is 9.58. The solid reason for this answer is that, in an isometric drawing, the distance between two points can be calculated using the Pythagorean theorem."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Isometric.dwg\" file and make the isometric drawing as shown in the image. The distance between points P and Q rounded to the nearest two decimal places is 9.58. The solid reason for this answer is that, in an isometric drawing, the distance between two points can be calculated using the Pythagorean theorem."}}]},{"@type":"Question","eduQuestionType":"Multiple choice","learningResourceType":"Practice problem","name":"Perguntas mistas","text":"Open the \\\"Coordinates.dwg\" file. Start a polyline at points 0,0 and then add the second point at points 10.40,6.22 add another point at 4.21,-5.23 using relative coordinate using the last point as reference. Join the line with the origin. What is the area of the closed region thus created?","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"45.67","comment":{"@type":"Comment","text":"45.67"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"40.29","comment":{"@type":"Comment","text":"40.29"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"38.00","comment":{"@type":"Comment","text":"38.00"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"50.19","comment":{"@type":"Comment","text":"50.19"}}],"acceptedAnswer":[{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"40.29","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Coordinates.dwg\" file and start a polyline at points 0,0 and then add the second point at points 10.40,6.22 add another point at 4.21,-5.23 using relative coordinate using the last point as reference. Then, they must join the line with the origin. The area of the closed region thus created is 40.29. The reason for this answer is that the area of a closed region can be calculated using the formula for the area of a polygon. for this answer is that the area of a closed region can be calculated using the formula for the area of a triangle and adding it to the area of a rectangle."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Coordinates.dwg\" file and start a polyline at points 0,0 and then add the second point at points 10.40,6.22 add another point at 4.21,-5.23 using relative coordinate using the last point as reference. Then, they must join the line with the origin. The area of the closed region thus created is 40.29. The reason for this answer is that the area of a closed region can be calculated using the formula for the area of a polygon. for this answer is that the area of a closed region can be calculated using the formula for the area of a triangle and adding it to the area of a rectangle."}}]},{"@type":"Question","eduQuestionType":"Multiple choice","learningResourceType":"Practice problem","name":"Perguntas mistas","text":"Open the \\\"Surveyor unit.dwg\" file. Start a line at point P and make it as shown in the following image. Join the reaming length of the line with point Q. What is the area of the closed region thus created correctly up to two decimal places? \n ","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"70.45","comment":{"@type":"Comment","text":"70.45"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"75.19","comment":{"@type":"Comment","text":"75.19"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"65.47","comment":{"@type":"Comment","text":"65.47"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"60.00","comment":{"@type":"Comment","text":"60.00"}}],"acceptedAnswer":[{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"65.47","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Surveyor unit.dwg\" file and start a line at point P and make it as shown in the image. Then, they must join the remaining length of the line with point Q. The area of the closed region thus created is 65.47 correctly up to two decimal places. The solid reason for this answer is that the area of a closed region can be calculated using the formula for the area of a triangle and adding it to the area of a rectangle."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Surveyor unit.dwg\" file and start a line at point P and make it as shown in the image. Then, they must join the remaining length of the line with point Q. The area of the closed region thus created is 65.47 correctly up to two decimal places. The solid reason for this answer is that the area of a closed region can be calculated using the formula for the area of a triangle and adding it to the area of a rectangle."}}]},{"@type":"Question","eduQuestionType":"Multiple choice","learningResourceType":"Practice problem","name":"Perguntas mistas","text":"Open the \\\"Polygon.dwg\" drawing. Make a 5-sided polygon using the geometric center of the rectangle as the center of the polygon and the \"Inscribed in a circle\" method. Connect the next point of the polygon to point P. What is the area of the green region as shown in the following image correct up to two decimal places? \n ","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"32.45","comment":{"@type":"Comment","text":"32.45"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"80.67","comment":{"@type":"Comment","text":"80.67"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"36.21","comment":{"@type":"Comment","text":"36.21"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"28.00","comment":{"@type":"Comment","text":"28.00"}}],"acceptedAnswer":[{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"80.67","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Polygon.dwg\" drawing and make a 5-sided polygon using the geometric center of the rectangle as the center of the polygon and the \"Inscribed in a circle\" method. Then, they must connect the next point of the polygon to point P. The area of the green region as shown in the image is 80.67 correct up to two decimal places. The solid reason for this answer is that the area of a polygon can be calculated using the formula for the area of a regular polygon."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Polygon.dwg\" drawing and make a 5-sided polygon using the geometric center of the rectangle as the center of the polygon and the \"Inscribed in a circle\" method. Then, they must connect the next point of the polygon to point P. The area of the green region as shown in the image is 80.67 correct up to two decimal places. The solid reason for this answer is that the area of a polygon can be calculated using the formula for the area of a regular polygon."}}]},{"@type":"Question","eduQuestionType":"Multiple choice","learningResourceType":"Practice problem","name":"Perguntas mistas","text":"Open the \\\"Rotate.dwg\" file. Switch to the \"Washroom\" view and insert the \"Toilet - top\" block in the drawing at point P. Rotate the block so that it becomes parallel to the wall and the base point of the block remains at point P. What is the X coordinate of the tip of the \"Toilet - top\" block as shown in the following figure? \n ","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"5048.75","comment":{"@type":"Comment","text":"5048.75"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"338147.14","comment":{"@type":"Comment","text":"338147.14"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"-5048.75","comment":{"@type":"Comment","text":"-5048.75"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"-338147.14","comment":{"@type":"Comment","text":"-338147.14"}}],"acceptedAnswer":[{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"-5048.75","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Rotate.dwg\" file and switch to the \"Washroom\" view. Then, they must insert the \"Toilet - top\" block in the drawing at point P and rotate it so that it becomes parallel to the wall and the base point of the block remains at point P. The X coordinate of the tip of the \"Toilet - top\" block as shown in the figure is -5048.75. The solid reason for this answer is that the X coordinate of a point can be calculated by subtracting the rotation angle from the original X coordinate."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Rotate.dwg\" file and switch to the \"Washroom\" view. Then, they must insert the \"Toilet - top\" block in the drawing at point P and rotate it so that it becomes parallel to the wall and the base point of the block remains at point P. The X coordinate of the tip of the \"Toilet - top\" block as shown in the figure is -5048.75. The solid reason for this answer is that the X coordinate of a point can be calculated by subtracting the rotation angle from the original X coordinate."}}]},{"@type":"Question","eduQuestionType":"Multiple choice","learningResourceType":"Practice problem","name":"Perguntas mistas","text":"Open the \\\"Scale.dwg\" file. Scale the entire drawing in such a way that the length of the line marked BC becomes 302.44 units. What is the length of line AB now with respect to the new scale?","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"907.32","comment":{"@type":"Comment","text":"907.32"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"302.44","comment":{"@type":"Comment","text":"302.44"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"239.90","comment":{"@type":"Comment","text":"239.90"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"1209.76","comment":{"@type":"Comment","text":"1209.76"}}],"acceptedAnswer":[{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"239.90","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Scale.dwg\" file and scale the entire drawing in such a way that the length of the line marked BC becomes 302.44 units. The length of line AB with respect to the new scale is 239.90. The reason for this is that when the drawing is scaled, all the lengths of the lines are changed proportionally. The solid reason for this answer is that the length of a line can be calculated by multiplying the original length with the scaling factor."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Scale.dwg\" file and scale the entire drawing in such a way that the length of the line marked BC becomes 302.44 units. The length of line AB with respect to the new scale is 239.90. The reason for this is that when the drawing is scaled, all the lengths of the lines are changed proportionally. The solid reason for this answer is that the length of a line can be calculated by multiplying the original length with the scaling factor."}}]},{"@type":"Question","eduQuestionType":"Multiple choice","learningResourceType":"Practice problem","name":"Perguntas mistas","text":"Open the \\\"Offset.dwg\" file. Join the lines and arc green in color to make a single closed polyline. Make an offset using this polyline at a distance of 1.25 outside the geometry. What is the area of the region as shown in the following image? \n ","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"32.45","comment":{"@type":"Comment","text":"32.45"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"30","comment":{"@type":"Comment","text":"30"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"28.00","comment":{"@type":"Comment","text":"28.00"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"27.12","comment":{"@type":"Comment","text":"27.12"}}],"acceptedAnswer":[{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"27.12","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Offset.dwg\" file and join the lines, and arc green in color to make a single closed polyline. Then, they must make an offset using this polyline at a distance of 1.25 outside the geometry. The area of the region as shown in the image is 27.12. The solid reason for this answer is that the area of a region can be calculated by subtracting the area of the offset from the area of the original polyline."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Offset.dwg\" file and join the lines, and arc green in color to make a single closed polyline. Then, they must make an offset using this polyline at a distance of 1.25 outside the geometry. The area of the region as shown in the image is 27.12. The solid reason for this answer is that the area of a region can be calculated by subtracting the area of the offset from the area of the original polyline."}}]},{"@type":"Question","eduQuestionType":"Multiple choice","learningResourceType":"Practice problem","name":"Perguntas mistas","text":"Open the \\\"Fillet and chamfer.dwg\" file. Add a fillet of radius 18.02 units on the point marked P. Add a chamfer of distance 14.66 for both distances 1 and 2 on point Q. Add ANSI 31 hatch pattern in the closed region marked A. What is the area of this hatch pattern correct up to two decimal places as shown in the following image with green color? \n ","comment":{"@type":"Comment","text":""},"encodingFormat":"text/html","suggestedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"5329.75","comment":{"@type":"Comment","text":"5329.75"}},{"@type":"Answer","position":1,"encodingFormat":"text/html","text":"5331.25","comment":{"@type":"Comment","text":"5331.25"}},{"@type":"Answer","position":2,"encodingFormat":"text/html","text":"5332.45","comment":{"@type":"Comment","text":"5332.45"}},{"@type":"Answer","position":3,"encodingFormat":"text/html","text":"5330.14","comment":{"@type":"Comment","text":"5330.14"}}],"acceptedAnswer":[{"@type":"Answer","position":0,"encodingFormat":"text/html","text":"5329.75","comment":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Fillet and chamfer.dwg\" file. Then, they must add a fillet of radius 18.02 units on the point marked P and a chamfer of distance 14.66 for both distances 1 and 2 on point Q. Finally, they must add ANSI 31 hatch pattern in the closed region marked A. The area of this hatch pattern correct up to two decimal places as shown in the image with green color is 5329.75. This is calculated by measuring the area of the hatched region using AutoCAD's AREA command. The solid reason for this answer is that the area of a region can be calculated by measuring the area using AutoCAD's AREA command."},"answerExplanation":{"@type":"Comment","text":"To answer this question, the user must open the \\\"Fillet and chamfer.dwg\" file. Then, they must add a fillet of radius 18.02 units on the point marked P and a chamfer of distance 14.66 for both distances 1 and 2 on point Q. Finally, they must add ANSI 31 hatch pattern in the closed region marked A. The area of this hatch pattern correct up to two decimal places as shown in the image with green color is 5329.75. This is calculated by measuring the area of the hatched region using AutoCAD's AREA command. The solid reason for this answer is that the area of a region can be calculated by measuring the area using AutoCAD's AREA command."}}]}]},{"@context":"https://schema.org/","@type":"AggregateRating","itemReviewed":{"@type":"Course","name":"PT Teste de Autodesk Certified Professional in AutoCAD for Design and Drafting","description":"Teste de Autodesk Certified Professional in AutoCAD for Design and Drafting - Quizz: 145 questões com explicação e soluções, também disponíveis em PDF","provider":{"@type":"Organization","name":"Easy Quizzz","sameAs":"https://www.easy-quizzz.com"},"offers":[{"@type":"Offer","category":"Autodesk certificação","priceCurrency":"EUR","price":0}],"about":["Perguntas mistas"],"hasCourseInstance":[{"@type":"CourseInstance","courseMode":"Online","courseWorkload":"PT20M"}]},"ratingCount":369,"ratingValue":5,"bestRating":5,"worstRating":0}]}
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Questão: / 10
5.0(369 Votos)
Questionário
Questão 1/101/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Blend.dwg" file. Go to the "hatch area" view in the model space and blend the lines marked P and Q using a spline. Now add the ANSI31 hatch pattern in the closed area marked A. What is the area of hatch created?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
8974.41
B.
9093.75
C.
8072.45
D.
9439.69
To answer this question, the user must open the "Blend.dwg" file and go to the "hatch area" view in the model space and blend the lines marked P and Q using a spline. Then, they must add the AN SI31 hatch pattern in the closed area marked A. The area of the hatch created is 9439.69. The solid reason for this answer is that the area of a closed region is calculated by adding the areas of all the components within it.
Resposta correta: D
Questionário
Questão 2/102/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Array.dwg" file. Switch to the "Table" view in the model space. Make a polar array using the chair with respect to the center of the circle and 5 items in the array. Now make a rectangular array using all five chairs and a center round table with two rows and three columns with a row gap of 90 and a column gap of 106 units. What is the distance between the midpoints of the back of the chair block as shown in the following image?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
450.19
B.
627.60
C.
518.40
D.
309.20
To answer this question, the user must open the "Array.dwg" file and switch to the "Table" view in the model space. They must then make a polar array using the chair with respect to the center of the circle and 5 items in the array. Then, they must make a rectangular array using all five chairs and a center round table with two rows and three columns with a row gap of 90 and a column gap of 106 units. The distance between the midpoints of the back of the chair block as shown in the image is 309.20.
The solid reason for this answer is that the distance between two points can be calculated by using the Pythagorean theorem.
Resposta correta: D
Questionário
Questão 3/103/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Isometric.dwg" file. Make the isometric drawing as shown in the following image. What is the distance between points P and Q rounded to the nearest two decimal places?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
9.58
B.
8.20
C.
12
D.
7.00
To answer this question, the user must open the "Isometric.dwg" file and make the isometric drawing as shown in the image. The distance between points P and Q rounded to the nearest two decimal places is 9.58. The solid reason for this answer is that, in an isometric drawing, the distance between two points can be calculated using the Pythagorean theorem.
Resposta correta: A
Questionário
Questão 4/104/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Coordinates.dwg" file. Start a polyline at points 0,0 and then add the second point at points 10.40,6.22 add another point at 4.21,-5.23 using relative coordinate using the last point as reference. Join the line with the origin. What is the area of the closed region thus created?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
45.67
B.
40.29
C.
38.00
D.
50.19
To answer this question, the user must open the "Coordinates.dwg" file and start a polyline at points 0,0 and then add the second point at points 10.40,6.22 add another point at 4.21,-5.23 using relative coordinate using the last point as reference. Then, they must join the line with the origin. The area of the closed region thus created is 40.29. The reason for this answer is that the area of a closed region can be calculated using the formula for the area of a polygon. for this answer is that the area of a closed region can be calculated using the formula for the area of a triangle and adding it to the area of a rectangle.
Resposta correta: B
Questionário
Questão 5/105/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Surveyor unit.dwg" file. Start a line at point P and make it as shown in the following image. Join the reaming length of the line with point Q. What is the area of the closed region thus created correctly up to two decimal places?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
70.45
B.
75.19
C.
65.47
D.
60.00
To answer this question, the user must open the "Surveyor unit.dwg" file and start a line at point P and make it as shown in the image. Then, they must join the remaining length of the line with point Q. The area of the closed region thus created is 65.47 correctly up to two decimal places. The solid reason for this answer is that the area of a closed region can be calculated using the formula for the area of a triangle and adding it to the area of a rectangle.
Resposta correta: C
Questionário
Questão 6/106/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Polygon.dwg" drawing. Make a 5-sided polygon using the geometric center of the rectangle as the center of the polygon and the "Inscribed in a circle" method. Connect the next point of the polygon to point P. What is the area of the green region as shown in the following image correct up to two decimal places?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
32.45
B.
80.67
C.
36.21
D.
28.00
To answer this question, the user must open the "Polygon.dwg" drawing and make a 5-sided polygon using the geometric center of the rectangle as the center of the polygon and the "Inscribed in a circle" method. Then, they must connect the next point of the polygon to point P. The area of the green region as shown in the image is 80.67 correct up to two decimal places. The solid reason for this answer is that the area of a polygon can be calculated using the formula for the area of a regular polygon.
Resposta correta: B
Questionário
Questão 7/107/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Rotate.dwg" file. Switch to the "Washroom" view and insert the "Toilet - top" block in the drawing at point P. Rotate the block so that it becomes parallel to the wall and the base point of the block remains at point P. What is the X coordinate of the tip of the "Toilet - top" block as shown in the following figure?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
5048.75
B.
338147.14
C.
-5048.75
D.
-338147.14
To answer this question, the user must open the "Rotate.dwg" file and switch to the "Washroom" view. Then, they must insert the "Toilet - top" block in the drawing at point P and rotate it so that it becomes parallel to the wall and the base point of the block remains at point P. The X coordinate of the tip of the "Toilet - top" block as shown in the figure is -5048.75. The solid reason for this answer is that the X coordinate of a point can be calculated by subtracting the rotation angle from the original X coordinate.
Resposta correta: C
Questionário
Questão 8/108/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Scale.dwg" file. Scale the entire drawing in such a way that the length of the line marked BC becomes 302.44 units. What is the length of line AB now with respect to the new scale?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
907.32
B.
302.44
C.
239.90
D.
1209.76
To answer this question, the user must open the "Scale.dwg" file and scale the entire drawing in such a way that the length of the line marked BC becomes 302.44 units. The length of line AB with respect to the new scale is 239.90. The reason for this is that when the drawing is scaled, all the lengths of the lines are changed proportionally. The solid reason for this answer is that the length of a line can be calculated by multiplying the original length with the scaling factor.
Resposta correta: C
Questionário
Questão 9/109/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Offset.dwg" file. Join the lines and arc green in color to make a single closed polyline. Make an offset using this polyline at a distance of 1.25 outside the geometry. What is the area of the region as shown in the following image?
Selecionar Resposta:Selecionar Resposta
1 resposta correta
A.
32.45
B.
30
C.
28.00
D.
27.12
To answer this question, the user must open the "Offset.dwg" file and join the lines, and arc green in color to make a single closed polyline. Then, they must make an offset using this polyline at a distance of 1.25 outside the geometry. The area of the region as shown in the image is 27.12. The solid reason for this answer is that the area of a region can be calculated by subtracting the area of the offset from the area of the original polyline.
Resposta correta: D
Questionário
Questão 10/1010/10
Perguntas mistas
Perguntas mistas
Perguntas mistas
Open the "Fillet and chamfer.dwg" file. Add a fillet of radius 18.02 units on the point marked P. Add a chamfer of distance 14.66 for both distances 1 and 2 on point Q. Add ANSI 31 hatch pattern in the closed region marked A. What is the area of this hatch pattern correct up to two decimal places as shown in the following image with green color?
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1 resposta correta
A.
5329.75
B.
5331.25
C.
5332.45
D.
5330.14
To answer this question, the user must open the "Fillet and chamfer.dwg" file. Then, they must add a fillet of radius 18.02 units on the point marked P and a chamfer of distance 14.66 for both distances 1 and 2 on point Q. Finally, they must add ANSI 31 hatch pattern in the closed region marked A.
The area of this hatch pattern correct up to two decimal places as shown in the image with green color is 5329.75. This is calculated by measuring the area of the hatched region using AutoCAD's AREA command. The solid reason for this answer is that the area of a region can be calculated by measuring the area using AutoCAD's AREA command.
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Informações sobre o simulador:
Nome do simulador:Teste de Autodesk Certified Professional in AutoCAD for Design and Drafting
Número total de perguntas:145
Número de questões para o teste:50
Pontuação de aprovação:80%
Número de tópicos:1 Tópicos
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Perguntas mistas:145 Perguntas
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