Unit 6 Polygons Test Review

Unit 6 Test Review

Polygons, Angles, & Quadrilaterals

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Lesson 3

Lesson 2

Lesson 1

Lesson 6

Lesson 5

Lesson 4

Lesson 1

Question 1/4

What is the formula to solve for the sum of interior angles of any polygon?

(n - 2)180

r(n)180

(n + 2)180

Question 2/4

The interior angle sum of every triangle is:

90°

360°

180°

Question 3/4

The interior angle sum of every quadrilateral is:

360°

180°

540°

Question 4/4

Find the interior angle sum of a shape with 7 sides.

900°

1260°

1620°

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Lesson 3

Lesson 2

Lesson 1

Lesson 6

Lesson 5

Lesson 4

Lesson 2

Question 1/4

Which of the following is NOT a property of parallelograms?

Angles are all 90°

Opposite sides are parallel

Angles bisect each other

Opposite angles are congruent

Question 2/4

Which of the following would you use to solve for m∠D?

x + 110 = 180

x + 110 = 90

180 + 110 = x

x = 110

Question 3/4

What equation would help you solve for w?

4w + 8 + 5w + 1 = 180

4w + 8 = 5w + 1

4w + 8 + 5w + 1 = 360

4w + 8 + 5w + 1 = 90

Question 4/4

Solve for w.

w = 3

w = 7

w = 1

w = 11

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Lesson 3

Lesson 2

Lesson 1

Lesson 6

Lesson 5

Lesson 4

Lesson 3

Question 1/4

A rhombus does NOT have congruent diagonals.

False

True

Question 2/4

A trapezoid can NOT have both pairs of opposite angles parallel.

False

True

Question 3/4

A kite has opposite sides that are congruent.

False

True

Question 4/4

A kite has 2 pairs of opposite congruent angles.

False

True

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Lesson 3

Lesson 2

Lesson 1

Lesson 6

Lesson 5

Lesson 4

Lesson 4

Question 1/4

If the measure of ∠3 is 62°, find the measure of ∠1.

18°

28°

118°

90°

Question 2/4

Solve for a and b.

a = 3 b = 8

a = 12 b = 8

a = 4 b = 8

a = 180 b = 90

Question 3/4

Solve for x.

x = 90

x = 180

x = 114

x = 138

Question 4/4

Solve for y.

y = 86

y = 66

y = 114

y = 90

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Lesson 3

Lesson 2

Lesson 1

Lesson 6

Lesson 5

Lesson 4

Lesson 5

Question 1/4

Solve for x in the kite.

190°

80°

Question 2/4

Solve for y in the kite.

130°

110°

Question 3/4

Which figure does not always have congruent diagnals?

Rectangle

Square

Parallelogram

Trapezoid

Question 4/4

ABCD is a rhombus. If the measure of ∠4= 25°, what is the measure of ∠2?

130°

110°

25°

50°

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Lesson 3

Lesson 2

Lesson 1

Lesson 6

Lesson 5

Lesson 4

Lesson 6

Question 1/4

Which of the following has perpendicular diagonals?

Parallelogram

Square

Question 2/4

Which of the following has only one pair of opposite congruent angles?

Kite

Rhombus

Question 3/4

Choose the isosceles trapezoid.

Question 4/4

How could you solve for x in the given trapezoid?

4x = y

10x + 20 = 180

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