Chapter 1
Appendix A/B
Chapter 2/3
Chapter 4/5
Chapter 6/8
100

what is f(-9), f(x)=-2(x)+4

what is 22?

100

What is the arithmetic equation of the following sequence?

6,9,12,15,18

what is t(n)=3+3n?

100

what are the x intercepts of this equation?

y=x2-8x+7

what is -7 and -1?

100

Solve this equation |3x-2|>10

what is x <4 and x>-8/3?

100

what is x in log(3x)+log(2)=log(21)

x=3.5

200

what is x? in this equation 84=7(x+4)

what is 8?

200

what is the geometric equation of the following sequence?

50,25,12.5,6.25

What is t(n)=100(1/2)n?

200

Simplify    m2+6m/2(m+6)  

what is m/2?

200

How would you put |3x-2|>10 on a graph?

answer shown on board

200

how much will a house that costs 20,000 be in 5 years if it appreciates at a rate of 4.5%?

what is $24,923.64?

300

what is x, x/2+1=10?

what is 18?

300

what is an equivalent expression to m-4?

what is 1/m4?

300

using the graphing formula what is the equation with a compression of -2, left 4, up 3?

what is y=-2(x+4)2+3?

300

find the inverse of y=3x-2

y=(x+2)/3

300

what is the x in this equation? 

10x=41?

what is 1.6?

400
what is g(x)=6(x), when g(2)?

what is 36

400

Is this a linear equation?

    y=2/3x2+6    

what is no?

400

what would be my steps to simplify this equation: 2(3x+2)/6x2-5x-6 Divided by 5(x-2)(x+2)/2x2+x-6

what is keep, change, flip, simplify, then cross out?

400

what is the x? 

log8(64)=x

x=2

400

How many degrees did this function have?

what is 3?

500

what is h(x)=x2-16, find h(x)=0?

what is x=-4 and x=4?

500

what is the exponential equation that passes through the following points?

(0,4) and (2,9)

what is y=4(1.5)x?

500

What is the graphing equation of the following?

Ms. Dawley throws a ball to Jerriel. The arch is 14 feet wide and 7 feet tall.

Bonus Points: Describe how you would find A in the situation?

what is y=a(x+7)2+7?

find an x and y intercept, plug it in to x and y, then solve for a!!

500

what is the inverse of y=x+1/4

what is y=4x-1?

500

what is the equation for this graph

f(x)= a (x+2) (x+0) (x-2)

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