Shared Flashcard Set

Details

Exponents and Logarithms
alg2per4 Leah E.
40
Mathematics
10th Grade
12/07/2008

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Cards

Term
log8512=3 in exponential form
Definition
83=512 in logarithm
Term
log84=2/3 in exponential form
Definition

82/3=4 in logarithm

Term
y=3(5/2)x, growth or decay?
Definition
show an example of growth.
Term
y=0.4(1/3)x growth or decay?
Definition
show an example of decay.
Term

log3x=5

Definition

x=243

Term
3x=729
Definition

x=6

Term

log4x=5

Definition
x=1024
Term
log337=x
Definition
x=7
Term
log24 + log28
Definition

log24=2

log28=3

2+3=5!

Term

Write an exponential function:

(0,3) (-1,6)

Definition
y=3(1/2)x
Term
logbx=y in exponent form
Definition
by=x
Term

log100.001=x

Definition
-3=x
Term
log327x=?
Definition

3x=?

Term
log25n=3/2
Definition

n=125

Term
log381=4 exponent form
Definition
34=81 logarithm form
Term
x0=1
Definition

x=any real number

Term
log31/81= -4
Definition

3-4=1/81

Term
log6216=3
Definition
63=216
Term
77761/5=6
Definition
log77766=1/5
Term
log84=2/3
Definition
82/3=4
Term
log61296=4
Definition
64=1296
Term
log51/625=-4
Definition
5-4=1/625
Term

What property is this?

logbmn=logbm + logbn

Definition
Show an example of what the product property is.
Term

What property is this?

logbm/n= logbm - logbn

Definition
Show an example of the quotient property.
Term

What property is this?

logbmp= plogbm

Definition
Show an example of the power property.
Term

what does log mean?

Definition

how else can log10 be expressed?

Term

What is this called?

logan = logbn/logba

Definition
Show an example of change of base.
Term

log25

show after change of base.

Definition

log5/log2

what is this before change of base?

Term
log2215=9
Definition
29=512
Term
55=3125
Definition
log53125=5
Term
73=343
Definition
log7343=3
Term
log72401=4
Definition
74=2401
Term
83=512
Definition
log8512=3
Term

log9729=3

Definition
93=729
Term
log61/1296=-4
Definition
6-4=1/1296
Term
7-3=1/343
Definition
log71/343=-3
Term
27=128
Definition
log2128=7
Term
2-8=1/256
Definition
log21/256=-8
Term

log462

use the power property to rearrange.

Definition

2log46

reverse the power property and rearrange.

Term

log425

rearrange using change of base.

Definition

log25/log4

what was this before the change of base property was applied.

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