Unit 1 Review

Name line n in another way.

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Name plane R in another way.

• plane SVP

• plane SPT

• plane m

• plane SPQ

Name the ray opposite ray PT.

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Name 4 coplanar points.

• S, P, V, T

• S, P, R, T

• S, P, V, Q

• S, P, R, Q

Name the intersection of line n and plane R.

• P

• m

• R

• V

Name three collinear points.

• S, P, T

• Q, P, n

• S, P, V

• R, T, m

Two planes always intersect in a ___________________.

• line

• point

• ray

• segment

If Q is between A and B on segment AB, AB=4x+7, AQ=52 and QB=x-2,

which equation could be used to solve for x.

• 52+x-2=4x+7

• 4x+7+x-2=52

• 4x+7=x-2

• 4x+7+52=x-2

B is the midpoint of segment AC. AB=5x-3 and AC=16x-5. Which equation

should be used to find BC.

• 5x-3+5x-3=16x-5

• 5x-3=16x-5

• 5x-3+16x-5=0

• 5x-3+16x-5=90

• x+2+5-3x=4x+12

• 4x+12+x+2=5-3x

• 4x+12=x+2

• x+2=5-3x