1 How do you create a Revolve feature?
Answer: A Revolve feature is created by rotating a 2D profile around an axis of
revolution. Sketch a profile on a 2D plane. Optionally sketch a centerline to be used as
an axis. The profile must not cross the axis of revolution. Click the Revolved Boss/
Base tool. Enter a rotation angle.
2 What two sketches are required to create a Sweep feature?
Answer: The sweep feature requires a Sweep Path sketch and a Sweep Section sketch.
3 Examine the Before and After pictures at the![](data:image/png;base64,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)
right. What sketch tool should you use to delete Before
the unwanted portions of the lines and circles?![](data:image/png;base64,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)
After
Answer: The Trim tool.
4 Where can you find additional sketch tools that
are not located on the Sketch Tools toolbar?
Answer: Click Tools, Sketch Entities from the main menu.
5 Multiple choice. Examine the illustration at the right. How![](data:image/png;base64,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)
should you create this object?
a. Use a Revolve feature
b. Use a Sweep feature
c. Use an Extrude feature with the option Draft while extruding.
Answer: c.
6 Examine the illustration of the ellipse at the right. The two
axes are labeled A and B. Identify the two axes.
Answer: A is the major axis and B is the minor axis.
7 True or False. A Base feature is always an Extrude feature.
Answer: False
8 True or False. A sketch must be fully defined in order to create a Revolve feature.
Answer: False
9 Study the illustration at the right. In the
space provided, indicate what SolidWorks
feature would be best to use for each part of
the hand wheel.
Answer:
The Hub: Revolve feature_____________![](data:image/png;base64,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)
The Spoke: Sweep feature ____________
The Rim: Revolve feature _____________
To learn SW faster click here.
Answer: A Revolve feature is created by rotating a 2D profile around an axis of
revolution. Sketch a profile on a 2D plane. Optionally sketch a centerline to be used as
an axis. The profile must not cross the axis of revolution. Click the Revolved Boss/
Base tool. Enter a rotation angle.
2 What two sketches are required to create a Sweep feature?
Answer: The sweep feature requires a Sweep Path sketch and a Sweep Section sketch.
3 Examine the Before and After pictures at the
right. What sketch tool should you use to delete Before
the unwanted portions of the lines and circles?
After
Answer: The Trim tool.
4 Where can you find additional sketch tools that
are not located on the Sketch Tools toolbar?
Answer: Click Tools, Sketch Entities from the main menu.
5 Multiple choice. Examine the illustration at the right. How
should you create this object?
a. Use a Revolve feature
b. Use a Sweep feature
c. Use an Extrude feature with the option Draft while extruding.
Answer: c.
6 Examine the illustration of the ellipse at the right. The two
axes are labeled A and B. Identify the two axes.
Answer: A is the major axis and B is the minor axis.
7 True or False. A Base feature is always an Extrude feature.
Answer: False
8 True or False. A sketch must be fully defined in order to create a Revolve feature.
Answer: False
9 Study the illustration at the right. In the
space provided, indicate what SolidWorks
feature would be best to use for each part of
the hand wheel.
Answer:
The Hub: Revolve feature_____________
The Spoke: Sweep feature ____________
The Rim: Revolve feature _____________
To learn SW faster click here.
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