Absolute Value
Solve for a Specific Variable
Area as a Sum
Dividing by a monomial
Exponents
100

True or False:

Absolute value is how far away from zero a number is on a number line.

True

100

Solve for a.

c = ab

a=c/b

100

Write area as a sum.
4x(-2x - 7)

-8x^2-28x

100

Divide.

(-16x^9)/(4x^3)


-4x6

100

Simplify.

(3a)4

81a4 or 34a4

200

Solve.
|2x - 3|=2

x = 5/2  and x = 1/2

200

Solve for a.

2a + b = c

a=(c-b)/2

200

Write area as a sum.

(x+1)(x+3)

x2+4x+3

200

(8x^2+16x)/(-4x)

-2x - 4

200

Simplify.

(y^4)^2/(y^3)^2

y2

300

Solve.
|4 - x|=7

x = -3 and x = 11

300

Solve for m.
4n = 3m - 1

m=(4n+1)/3

300

Write the area as a sum.

(2x - 5)(x + 4)

2x+ 3x - 20

300

(4n^2+16n^3-48n)/(4n)

 + 4n- 12

300

Simplify.

(3a2x3)2(2ax4)3

72a7x18

400

Solve.
|3x+1|=-2

It's not possible or No Solution

400

Solve for x.

y = 1/4x+1

x = 4y - 4

400

Solve for x.

(x + 2)(x +3) = x+ 5x + 6

Infinite Solutions

400

(45x^5+45x^4+36x^3)/(-9x^3)

-5x- 5x - 4

400

Simplify.

((6x^8y^2)/(12x^3y^7))^2

(x^10)/(4y^10)

500

Solve.

1/2|x+3|=1

x = -1 and x = -5

500

Solve for r.

4(r - 3s) = r - 5s 

(7s)/3

500

Solve for x.

(x - 3)(x + 5) = x- 7x - 15

x = 0

500

(3x^2y+6xy-9x^2y^2)/(3xy)

x - 3xy + 2

500

Simplify.

((2x^5y^3)^3(4xy^4)^2)/(8x^7y^12)

16x10y5

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