Geometry
Order of Operations
Distributive
Simplifying Expressions
BONUS
100

Find the area of a semicircle with a radius of 4 cm. 

25.12

100

Evaluate 112

121

100

Evaluate using Distributive Property

4(3 + 5)

4(3) + 4(5)

12 + 20

= 32

100

Simplify. If not possible, write simplified.

12a - a

11a

100

The algebraic expression for the sum of x and its square is equal to y times z.

x + x2 = yz

200

Find the area of a trapezoid whose bases measure 3 cm and 5 cm and whose height is 6 cm. 

48 square cm

200

Evaluate 5 + 7 x 4

33

200

Evaluate using Distributive Property (a + 7)2

a(2) + 7(2)

2a + 14

200

Simplify. If not possible, write simplified.

20a + 12a - 8

32a - 8

200

Evaluate 3[10 - (27 / 9)]

21

300

Find the surface area of a triangular pyramid whose base measures 5 feet high by 6 feet wide. The three faces measure 7 feet high. 

base is 15; each face is 21. 

total surface area is 78 square feet

300

Evaluate (15 - 5) x 2

20

300

Evaluate using Distributive Property 

3(m + n)

3(m) + 3(n)

3m + 3n

300

Simplify. If not possible, write simplified.

3x - 2y

Simplified

300

Evaluate 162 + [6 (7 - 4)2]

216

400

What's the area of a parallelogram that is 2 feet tall and 12 feet wide?

24 square feet

400

Evaluate 6+ 3 x 7 - 9

48

400

Evaluate using Distributive Property. Simplify.

(5y - 3)7

5y(7) - 3(7)

35y - 21

400

Simplify. If not possible, write simplified.

-6x + 3x2 + 10x2

-6x + 13x2

400

Use the Distributive Property. Simplify.

4(6p + 2q - 2p2)

24p + 8q - 8p2

500
Find the total area of the two bases of the cylinder. The diameter measures 12 inches. 

base is a circle! radius is 6 so area of one circle is 113. Both are about 226 square inches. 

500

Evaluate if a=12, b=9, and c=4

b2 + 2a - c2

89

500

Evaluate using Distributive Property. Simplify.

-2(2x2 + 3x + 1)

-2(2x2) + -2(3x) + -2(1)

-4x2 - 6x - 2

500

Simplify. If not possible, write simplified.

10x - 4(x + 2y)

10x - 4x - 8y

6x - 8y

500

Simplify. If not possible, write simplified.

3a2 + 6a + 2b - 5b

3a2 + 6a - 3b

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