Ch 1-2
Ch 3-4
Ch 5-6
Ch 7-8
SURPRISE!
100

Simplify the imaginary numbers

√(-144x2)

12xi

100

Let f(x)=3x and g(x)=x2+2. Find each function.

a. f+g

b. g•f


a. x2+3x+2

b. 9x2+2

100

log22048

11

100

Find the required term in the binomial expansion.

(2a-b)8; 7th term

112a2b6

100

Evaluate the determinant

| 3  -5|

|-3   1|

-12

200

Find all real solutions of each equation.

√(x2+21)=x+3

2

200

Graph the function

f(x)=-x2+4

y-int: (0,4)

x-int: (-2,0); (2,0)

200

Solve the equation.

log618-log6(x-3) =log63

9

200

Evaluate the sum.

3

∑ (4k+1)

k=1

27

200

Write the first six terms of the arithmetic sequences with the given properties.

first term =5. 

Third term=2

5, 7/2, 2, 1/2, -1, -5/2

300
Solve the formula for the indicated variable.


a=(n-2)(180/n); n

360/(180-a)

300
Use Descartes' Rule of Signs to find the number of possible positive, negative, and nonreal zeros of the polynomial function.

P(x)=3x5-2x4+2x2-x-3

1 or 3 positive

0 or 1 negative

0, 2, or 4 nonreal

300

 Write the system of equations as a matrix and solve using Gauss-Jordan elimination.

x+2y+3z=-5

3x+y-2z=7

y-z=2

(1,0,-2)

300

Find an equation in standard form of the hyperbola described. 

Center at the origin, focus at (13, 0), vertex at (5,0).

(x2/25)-(y2/144)=1

300

Solve the equation. 

4x+2-4x= 15

(Hint:4x+2=4x42)

0

400

An electronic LED billboard in Times Square is 26 feet taller than it is wide. If its perimeter is 92 feet, find the dimensions of the billboard.

10ft by 36ft.

400

Use synthetic division to divide.

(3x3+7x2+2x) / (x+2)

3x2+x

400

Graph the solution set:

3x+4y≤12

3x+4y≥6

x≥0

y≥0

 

400

Solve using substitution or elimination.

2x2-3y2=9

x2+y2=27

(3√2, 3), (-3√2, 3), (3√2, -3), (-3√2, -3)

400

FREEBIE!

:D

500

Solve the absolute value for x.


|(2x-4)/5|+6=8

7,3

500

Find -1.

f(x) = x3-3

(cubed root) √(x+3)

500

Use Cramer's Rule to solve for y.

3x-5y=3

-3x+y=2


-5/4

500
Write an equation in standard form of the circle described

a. Center (2, -5) passes through (7,7)

b. Ends of diameter at (-2,2) and (6,8)

a. (x-2)2+(y+5)2=169

b. (x-2)2+(y-3)2=41

500

Simplify the expression 

i87

-i