Practice Problems

Author:Manu Naeole

Use the figure in the diagram to determine if the following statements are T or F. If the statements are false, correct the underline section to make the statement true.

The angle described above is on plane BEA

Tick all that apply

A
True
B
False, Plane BEA is an incorrect notation for the plane
C
False, The angle is notated incorrectly because E is not the vertext

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This is the correct way to describe the ray above as found in the picture.

Tick all that apply

A
True
B
False, J is the endpoint of the ray
C
False, It is the wrong notation because it is a line and not a ray

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The description of the line above cannot be described in any other way.

Tick all that apply

A
True
B
False, it is not a line in the picture.
C
False, it can be described in several other ways using any two letters on the line in the picture (M,B,J,K)

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S is on the plane EJK

Tick all that apply

A
True
B
False, S is not on the plane
C
False, Plane EJK is not a proper way to describe the plane because the points are collinear

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The notation above describes a ray in the diagram

Tick all that apply

A
True
B
False, the notation is for a line and the problem describes a ray.
C
False, the notation is for a line segment and the problem describes it as a ray.

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The notation above is one of the proper ways to notate the angle

Tick all that apply

A
True
B
False, it is the only way to describe the angle.
C
False, it is not the correct way because the vertex is B so B should be the middle letter of the notation.

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The notation above can also be described with just the single letter I.

Tick all that apply

A
True
B
False, you cannot use I because there are many angles with a vertex of I
C
False, I is not a vertex so no angle can be described as II

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The notation above is a proper description of the plane in the picture.

Tick all that apply

A
True
B
False, B is not on the plane at all
C
False, the three points are collinear and the description of a plane cannot be described with three collinear points

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The line above is not on Plane BEA

Tick all that apply

A
True
B
False, BEA is not a proper description of the plane.
C
False, The line is on Plane BEA

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All three descriptions can be used to identify the relationships between J and K.

Tick all that apply

A
True
B
False, there is no line between JK
C
False, there is no line segment between JK
D
False, there is no ray between JK
E
False, the description for the ray is KJ and not JK

Check my answer (3)

Practice Problems

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