Log vs. Exponential
Expanding Logs
Prop. of Logs
Evaluate the Log
Solve for x!
100

Rewrite the following function in the opposite form.

log81=0

80=1

100

Completely expand the following logarithms. (Answers have no exponents, multiplication or division)

log4(20/x3)

log420 - 3log4x

100
Use the properties of logarithms to write each of the following as a single logarithm. SIMPLIFY!


3log5x-log54


log5(x3/4)

100

Evaluate the following log.

log5625

4

100

Solve the following equations for x. 

log497=x

x= 1/2

200

Rewrite the following function in the opposite form.

 log3(1/27)=-3

3-3=(1/27)

200

Completely expand the following logarithms. (Answers have no exponents, multiplication or division)

log3c3g

log(3) + 3log(c) +log(g)

200

Use the properties of logarithms to write each of the following as a single logarithm. SIMPLIFY!

log4x+log4(x -6)

log4(x2-6x)

200

Evaluate the following log. 

log2 x=-4

1/16

200

Solve the following equations for x. 

4x+2=8

x=(-1/2)

300

Rewrite the following function in the opposite form.

103=1000

log1000=3

300

Completely expand the following logarithms. (Answers have no exponents, multiplication or division)

log54(x)1/3

log54 + (1/3)log5(x)

300

Use the properties of logarithms to write each of the following as a single logarithm. SIMPLIFY!

6log(2)-4log(y)

log(64/y4)

300

Evaluate the following log. 

log4(1/64)

-3

300

Solve the following equations for x. 

9x-1= 27

x=5/2 or 2.5

400

Rewrite the following function in the opposite form.

9(1/2)=3

log93=(1/2)

400

Completely expand the following logarithms. (Answers have no exponents, multiplication or division)

log(2x3z2)

log(2)+3log(x)+2log(z)

400

Use the properties of logarithms to write each of the following as a single logarithm. SIMPLIFY!

log36-4log3y+2log3x

log3(6x2/y4)

400

Evaluate the following log. 

log(1/100)

-2

400

Solve the following equation for x. 

4x-4=322x+1


x=-13/8 or -1.625

500

Rewrite the following function in the opposite form.

log100(1/10)=-1/2

100(-1/2)=(1/10)

500

Completely expand the following logarithms. (Answers have no exponents, multiplication or division)

log(y2/3/3z3x1/5)

(2/3)log(y) -log (3) -3log(z)- (1/5)log (x)

500

Use the properties of logarithms to write each of the following as a single logarithm. SIMPLIFY!

3log x - 4 log y - 8log z

log(x3/y4z8)

500

Evaluate the following log. 

log5(1/125)

-3

500

Solve the following equation for x. 

log9(6x+27)=2

x=9

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