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Trim in AutoCAD

Total questions: 10

Worksheet time: 5mins

Name
Class
Date
1.

Question 1

Which command is used to trim objects in AutoCAD?

a)

A) CUT

b)

B) TRIM

c)

C) SLICE

d)

D) SPLIT

2.

Question 2

What is the shortcut key for the TRIM command in AutoCAD?

a)

A) T

b)

B) TR

c)

C) TM

d)

D) TT

3.

Question 3

To trim three overlapping circles, which object should be selected first?

a)

A) The outermost circle

b)

B) The innermost circle

c)

C) Any of the circles

d)

D) The middle circle

4.

Question 4

What happens if you press Enter after selecting the TRIM command without selecting any cutting edges?

a)

A) AutoCAD will exit the command

b)

B) AutoCAD will use all objects as cutting edges

c)

C) AutoCAD will prompt you to select cutting edges

d)

D) AutoCAD will delete the selected objects

5.

Question 5

Which option allows you to trim multiple objects at once?

a)

A) MULTI

b)

B) ALL

c)

C) SELECT

d)

D) GROUP

6.

Question 6

When trimming circles, what does hold down the Shift key do?

a)

A) It extends the circles instead of trimming

b)

B) It allows you to select multiple circles

c)

C) It toggles between trim and extend mode

d)

D) It cancels the trim command

7.

Question 7

What is the purpose of the FENCE option in the TRIM command?

a)

A) To create a boundary for trimming

b)

B) To select multiple objects with a single line

c)

C) To trim objects within a specified area

d)

D) To lock objects from being trimmed

8.

Question 8

Which command can be used to undo a trim operation?

a)

A) REDO

b)

B) UNDO

c)

C) REVERSE

d)

D) BACK

9.

Question 9

How can you specify a cutting edge when trimming circles?

a)

A) By clicking on the edge of the circle

b)

B) By typing the radius of the circle

c)

C) By selecting the circle and pressing Enter

d)

D) By drawing a line through the circle

10.

Question 10

What is the result of trimming three intersecting circles at their intersections?

a)

A) Three separate arcs

b)

B) Three complete circles

c)

C) Six separate arcs

d)

D) Six complete circles