Linear Equations and Inequalities
Exponential
Polynomial Expressions
Factoring
Random
100

18x-8>4x+8

x>8/7

100

x3=125

x=5

100

An expression is shown. 

(5r+6) (3r-2) +(2r+10)

Enter an equivalent expression using the fewest number of terms possible

15r2+10r-2

100

Factor this expression

(2x2-4x-16)

2(x2-2x-8) or (2x+4) (x-4) or 2(x+2) (x-4)

100

As increases, which one of these functions will have the greatest -values?

A. y=2   B. y=2x   C. y=x2    D. y=2x

B. y=2x

200

Amelia is entering an amusement park. The entrance fee is $12.50, and each ride costs $1.29. Amelia wants to spend at most $35. 

Create an inequality to determine r, the number of rides Amelia could go on.

12.50+1.29r<=35

200

Jessie has two savings accounts. The amount of money, in dollars, in each account after t years is modeled by the functions shown. 

L(t)=350(1.0045)t

M(t)=350(1.0021)4t

Create a function to model the total amount of money, in dollars, that Jessie will have in both accounts after t years.  

P(t)=350(1.0045)+350(1.0021)4t

200

Write an equivalent expression

(5x2+13.2x-15) +(4.8x-7.7)

5x2+18x-22.7

200

3x2+13x-10

(x+5)(3x-2)

200

Which function will be the largest for very large values of X?

A. f(x)=3x   B. f(x)= 20x4     C. f(x)= 200x                D. f(x)=1/2x5+1000

A

300

An equation is shown. 

y=2x

The value of x is increased by 4. What is the increase in y?

y=8

300

A biologist studies the growth of a type of moss. The moss covers an area of 10 square centimeters. He estimates that the area the moss covers will double every year.

 Create an inequality that can be used to find the number of years, x, it will take for the moss to cover at least 500 square centimeters based on the biologist's estimate.

10*2>=500

300

Solve

2x(x-8) +6(x-8)

2x2+22x-48

300

4x2-15x+9

(4x-3)(x-3)

300

What is the slope of the line with points

(2,0) and (3,6)

m=6

400

Solve this equation


2(x+10) =1/2(4x+16)

No Solution

400

Which situation represents exponential growth?

 A. the height of a ball bounced over time 

B. the total count of bacteria when the amount doubles daily 

C. the distance traveled by a car moving at a constant speed

 D. the amount of money in an account with the same amount deposited monthly

B

400

(3x2-5x-1) -(2x2+3x+2)

x-8x-3

400

(x2+5x+6)

(x+2) (x+3)

400

Solve 

x2=49

x= 7 and -7

500

2x+5<x-10

x<-15

500

What is an exponential equation?

 an equation with exponents where the exponent (or) a part of the exponent is a variable.

500

2(x2+3x-15)- (x2+4x+10)

x2+10x-20

500

x2-9x+20

(x-5) (x-4)

500

Solve

x3= 8

x=2