Factoring Quadratics
Add/Subtracting Polynomials
solve Logarithmic Equations
add/subtract function
Evaluate Log Expressions
100

x2+14x+40

(x+10)(x+4)

100

(4x+7)+(2x-8)

6x-1

100

log6x=4

x=4

100

f(x)=x+2  g(x)= 3x-2  h(x)=x2-5x

f(x)+f(x)

2x+4

100

log7343

3

200

x2-2x-15

(x-5)(x+3)

200

(6x2-4x-2)+(-2x-5x2-13)

1x2-6x-15

200

log8(5x-8)=log8(3x+8)

x=8

200

f(x)=x+2  g(x)= 3x-2  h(x)=x2-5x

g(x)+h(x)

x2-2x-2

200

log21/32

-5

300

x2+5x-24

(x+8)(x-3)

300

(15x2-11x+7)-(15x2+7-1)

-4x+8

300

log4(-2x+3)=log4(-3x)

x=-3

300

f(x)=x+2  g(x)= 3x-2  h(x)=x2-5x

g(x)-h(x)

-x2+8x-2

300

log31/27

-3

400

6x2+17x+12

(2x+3)(3x+4)

400

(-5x-x3+3x2-8)+(7x2-4x-9-6x3)

-7x3+10x2-9x-17

400

log20(x2+7)=log20(-4x+3)

x=-2

400

f(x)=x+2  g(x)= 3x-2  h(x)=x2-5x

g(x)+h(x)+f(x)

x2-x

400

log82

0.33

500

5x2+14x+9

(5x+9)(x+1)

500

(-6-9x2+x4-5x3)-(x3+9x2+2-3x4)

4x4-6x3-18x2-8

500

log14(x2+34)=log14(13x-2)

x=4,9

500

f(x)=x+2  g(x)= 3x-2  h(x)=x2-5x

f(x)-h(x)

-x2+6x+2

500

log813

0.25

M
e
n
u