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Two Truths & One Lie Activity

Total questions: 7

Worksheet time: 21mins

Name
Class
Date
1.

Try to spot which one is the lie. On a separate sheet of paper, write a quick explanation. 


a)

The intersection of Plane T and Plane L is AC\overleftarrow{A}\overrightarrow{C}   

b)

The intersection of Lines m and n is Point B

c)

D, B, A, and C are collinear points 

2.

Try to spot which one is the lie. Write a quick explanation below.

a)

VX and VY are opposite rays\overrightarrow{VX}\ and\ \overrightarrow{VY\ }are\ opposite\ rays

b)

VX and VW are opposite rays\overrightarrow{VX}\ and\ \overrightarrow{VW\ }are\ opposite\ rays

c)

The intersection of XY \overleftarrow{X}\overrightarrow{Y\ }\ and Plane A is Point V

3.

Try to spot which one is the lie. On a separate sheet of paper, write a quick explanation.

a)

Points A, D, E, and C are coplanar

b)

Points A, D, and B are collinear

c)

The intersection of Plane P and Plane R is Point D

4.

Try to spot which one is the lie. On a separate sheet of paper, write a quick explanation

a)

Another name for line j is DF\overrightarrow{DF}

b)

The intersection of Plane M and BC \overleftarrow{B}\overrightarrow{C}\ is Point E

c)

Points A, B, E, and C are coplanar

5.

Try to spot which one is the lie. On a separate sheet of paper, write a quick explanation

a)

Another name for Plane P is Plane AHC

b)

Points A, H, and D are collinear

c)

Points G, F, and E are collinear

6.

Try to spot which one is the lie. On a separate sheet of paper, write a quick explanation

a)

The intersection of lines j, h, and g is Point T

b)

Another name for Plane S is Plane RTQ

c)

Points P, T, N, and M are coplanar

7.

Try to spot which one is the lie. On a separate sheet of paper, write a quick explanation

a)

DE and DC are opposite rays\overrightarrow{DE}\ and\ \overrightarrow{DC\ }are\ opposite\ rays

b)

The intersection of AB and CE \overleftarrow{A}\overrightarrow{B\ }and\ \overleftarrow{C}\overrightarrow{E\ }\ is Point D

c)

Another name for CE is ED\overline{CE}\ is\ \overline{ED}