Grade 8-Math_Pretest_Q4

90°is the measure of a remote interior angle.

32° is the measure of the exterior angle of the triangle.

90° is measure of the exterior angle.

Any of the given angles can be the exterior angle of the triangle.

∠T < 35°

∠T =  35°

35° > ∠T

∠T >  35°

$\backslash angle\; F\backslash \; >\backslash \; \backslash angle\; C$

$\backslash angle\; D\backslash \; >\backslash \; \backslash angle\; B$

$\backslash angle\; B\backslash \; >\backslash \; \backslash angle\; D$

$\backslash angle\; C\backslash \; >\backslash \; \backslash angle\; F$

3, 1, 1

1, 4, 4

6, 5, 4

2, 4, 6

$\backslash angle\; J\backslash \; >\backslash \; \backslash angle\; I$

$\backslash angle\; I\backslash \; >\backslash \; \backslash angle\; J$

The measures of the included angle of the two triangles are equal.

The sum of any two sides of a triangle is greater than the measure of the third side.

The measure of any exterior angle is greater than the measure of either of the two remote interior angles.

None of the above

$\backslash angle\; X\backslash \; >\backslash \; \backslash angle\; Y$

$\backslash angle\; Y\backslash \; >\backslash \; \backslash angle140\backslash degree$

9 units

7 units

5 units

13 units

All of the above.

Five pairs of angles are formed.

Alternate interior and exterior angles are congruent.

Same side interior and exterior angles are supplementary.

$m\backslash angle3\backslash \; =\backslash \; m\backslash angle6$

$m\backslash angle3\backslash \; >\backslash \; m\backslash angle6$

$m\backslash angle3\backslash \; +\backslash \; m\backslash angle6\backslash \; =\backslash \; 180\backslash degree$

$m\backslash angle3\backslash \; +\backslash \; m\backslash angle6\backslash \; =\backslash \; 90\backslash degree$

$\backslash angle1\backslash \; and\backslash \; \backslash angle5$

$\backslash angle5\backslash \; and\backslash \; \backslash angle7$

$\backslash angle4\backslash \; and\backslash \; \backslash angle6$

$\backslash angle2\backslash \; and\backslash \; \backslash angle3$

outcomes

experiment

event

sample space

none

S = {T}

S = {H}

S = {H, T}     

outcomes

event

sample space

experiment

systematic listing

table

FCP

tree diagram