Conversion
Condensing and Expanding
Solving
Evaluating
Miscellaneous
100

log5125

2

100

ln(sl/7)

ln(s)+ln(l)-ln(7)

100

log2(x-3)=8

259

100

log41/64=

-3

100

What does ln represent?

Natural log, log base e

200

log(x)=4x

104x=x

200

log6(7/s)

log67-log6s

200

log2((x+3)(3))=log227

6
200

log458=

2.93

200

What does log with no visible base mean?

Base is 10
300

log1000.0001=-4

10-4=00.0001

300

clog4 + ulog7

log(4c7u)

300

log2(x+2)+log2(3)=log2(27)

7

300

log201200=

2.4

300

What are the properties of logs?

Product, Quotient, Power

400

log(x+5)4x=32

(x+5)32=4x

400

2log43 - 13log2

log(432/213)

400

log3(x)+log3(x-2)=log3(x+10)

5

400

log40.000002

-9.47

400

Why are logs important?

Can condense larger numbers; used in calculus; etc.
500

ln(3x+15)=x-25

ex-25=3x+15

500

log2t(sqrt(f))/5d2

log2+logt+1/2logf-log5+2logd

500

log5(x+2)-log5(x)=log5(2x-1)-log5(3x-12)

-3 or 8

500

log28106

4.15
500

Who is the best math teacher?

Ms. Watts


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