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exponents and logarithms
alg2per3 Natasha P.
41
Mathematics
11th Grade
12/07/2008

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Cards

Term

put in exponential form

log216=4

Definition

put in log form

24=16

Term

put in exponential form

log327=3

Definition

put in log form

33=27

Term

put in exponential form

log1220,736=4

Definition

put in log form

124=20,436

Term

put in exponential form

log56175,616=3

Definition

put in log form

563=175,616

Term

put in exponential form

log3177,147

Definition

put in log form

36=177,147

Term

put in exponential form

log5125=3

Definition

put in log form

53=125

Term

put in exponential form

log13169=2

Definition

put in log form

132=169

Term

solve for X

log232=X

Definition
X=5
Term

what is a

Logmarithmic Inequality

Definition

what is

an inequality that involves logarithms

Term

what is

Exponential growth

Definition

what is called when

the base is a number greater than one

Term

what is

Exponential decay

Definition

what is it called when

the base of a number is between 0 and 1

Term

put in exponential form

log81=0

Definition

put in log form

1=80

Term

put in exponential form

log93=1/2

Definition

put in log form

91/2=3

Term

what are the steps for finding Y

log264=Y

Definition

put in log form

64=2Y

26=2Y

6=Y

Term

put in log form

54=625

Definition

put in exponential form

log5625=4

Term

put in log form

7-2=1/49

Definition

put in exponential form

log71/49=-2

Term

put in log form

35=243

Definition

put in exponential form

log3243=5

Term

solve for n

log9n=3/2

Definition

put in log form if the base is 9 root is 3/2 and

n=125

Term

solve for X (show steps)

log10(X2+1)=1

Definition

put in log form

101=(x2+1)

10=x2+1

-1      -1

9=x2

x=+3

Term

put in log form

63=216

Definition

put in exponential form

log6216=3

Term

put in exponential form

log981=2

Definition

put in log form

92=81

Term

what is a

Common Logarithm

Definition

what is

usually wtitten without the subscript 10

Term

whats the

Change of base formula

Definition

what

allows u to write equivalent logarithmic expressions that have different bases

Term

using common logarithms how else can you write this

log425

Definition

rewrite this

log1025/log104

Term

how would you isolate x

3x=11

Definition

put in exponential form

x=log11/log3

Term

write this as a common log

log75

Definition

write in log form

log5/log7

Term

write this as a common log

log38

Definition

put in log form

log8/log3

Term

write this as a common log

log69

Definition

put in log form

log9/log6

Term

write this as a common log

log1223

Definition

put in log form

log23/log12

Term

put in exponential form

log525=2

Definition

put in log form

52=25

Term

put in exponential form

log2256=8

Definition

put in log form

28=256

Term

put in exponential form

log15225=2

Definition

put in log form

152=225

Term

put in exponential form

log132,197=3

Definition

put in log form

133=2,197

Term

put in exponential form

log20400=2

Definition

put in log form

202=400

Term

put in exponential form

log14196=2

Definition

put in log form

142=196

Term

put in exponential form

log41,024=5

Definition

put in log form

45=1,024

Term

put in log form

65=7,776

Definition

put in exponential form

log67,776=5

Term

put in log form

692=4,761

Definition

put in exponential form

log694,761=2

Term

put in log form

213=9,261

Definition

put in exponential form

log219,261=3

Term

put in log form

55=3,125

Definition

put in exponential form

log53,125=5

Term

put in log form

11=1

Definition

put in exponential form

log11=1

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