0<B>1

DECAY

LOG₃-3(solve)

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LOG₂32(EXPONENTIAL FORM)

2⁵=32(LOG FORM)

13²

169

5⁴

625

LOG₃0

UNDEFINED

LOG₃1

ZERO

LOG₅125

5³=125

6³=216(LOG FORM)

LOG₆216=3(EXP.FORM)

LOG₅125-LOG₂16=

3-4=-1

LOG₃3⁷=

7

 LOG₂64=

6

 Convert into base form:

LOG₂5

LOG5   

 LOG2

3^-4

1

81

STATE THE POWER PROPERTY

LOG_bm^p=pLOG_bm

STATE THE PRODUCT PROPERTY

LOG^mn=LOG_bm+LOG_bn

LOG₃7(common Logs)

LOG 7

LOG3

(1/4)³

1/64

In the calculater log means...

LOG₁₀

18³

5832

LOG₁₆4=?

2

3⁶

729

State neccesary conditions for exponential growth,in equation y=a*b^x

A must be positive and Bis greater thatn one

3⁵

243

State the quotient property

LOG^m/n=LOG^m-LOGⁿ

LOG₇1

0

LOG₉3=1/2(in exponent form)

 9^1/2=3(in log form)

LOG 100=?

2

LOG_bY=X(exponent form)

b^x=y(LOG FORM)

Y=0.3(5)^x is this decay or growth

GROWTH

WHAT  DOES LOG MEAN

LOG 10

4³=

64

log₂64=6(exp.form)

 2⁶=64(log form)

log₄1/4=?

-1

100^1/2=10(log form)

 log₁₀₀10=1/2

log₈4=?

2/3

log₃₆6=1/2(exp.form)

36^1/2=6(log form)

log₂1/32=?

-5