Powers
Operations on powers
Logs
Logs 2
Operations on logarithms
100

How much is 23?

8

100

Which number is larger? (22)3 or 23*22?

(22)3

100

How much is log100?

2

100

log3a=27. Find the value of a.

a=3

100

Calculate: log27-log256

-3

200

How much is 34?

81

200

Which of these numbers is larger: (0.33)-2 or (0.3)3*(0.3)-2?

(0.33)-2

200

How much is log2(64)?

6

200

log4a=-2. Find the value of a.

a=1/16

200

Calculate: log26+log212-log2(9/4)

5

300

How much is 8-2?

1/64

300

Calculate: 184/94

16

300

How much is log432?

5/2

300

Calculate log84

2/3

300

log(a)=2. Calculate: log(a-7)

-14

400

How much is 93/2?

27

400

Calculate: 253*0.5-6

1 000 000

400

How much is log(0.000001)?

-6

400

loga125=3. Find the value of a.

a=5

400

Write as a single logarithm: log23-4

log2(3/16)

500

How much is 0.5-10?

1024

500

This expression can be written in the form 2a. Find the value of a.

0.25*27n+5:(22)n

a=5n+3

500

How much is log27(81)?

4/3

500

loga512=4.5. Find the value of a.

a=4

500

logab=x, logac=y. Write down in terms of x and y:

 loga(c7/b5)

7y-5x

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