Logarithms and indices sample MCQ question

Logarithms and indices sample MCQ question

Now that you have refreshed your memories on what log and indices are all about, let’s see how you tackle the following MCQ questions.

SECTION A: Logarithms

1)  The value of log5625 is

A: 25

B: 5

C: 4

D: 3

2)  y = 3x when written in log form is?

A: logyx = 3

B: log3x = y

C: logx3 = y

D: log3y = x

3) The value of log 0.001 is

A: 3

B: -3

C: 2

D: -2

4)  3log2 + log200 – log16 when evaluated is

A: 2

B: 3

C: 25

D: 75

5) Given that log8 = 0.9030, then log √2 is

A: 0.3010

B: 0.4515

C: 0.1505

D: 0.2150

6) The value of  (log16 – log2)/(log2 + log1) is

A:  4

B: log14/log3

C:  3

D: log8/log3

7) The value of 2log99 is

A: 1

B:  0

C: 81

D: 2

8) The value of log√2 is

A:  1

B: 0

C: 1/√2

D:  (√2)2

9) Given that log5 = h and log3 = K, then log45 is

A: h + x

B: 3h + k

C: h + 2k

D: hk

10) The value of x in log2(4x + 8) = 2 is

A: 2

B: -4

C: 3

D: -1

SECTION B: Indices

1)  Give that an x am = x, then x in index form is

A: anm

B: an-m

C: an+m

D:  an/m

2)  The value of 9x x 3x / 27x is:

A: 0

B:1

C: 2

D: 3

3) The value of (0.003 X 500000)0 is

A: 0

B: 1

C: 1500

D: 300

4)  (5125 x 8)2/3 when simplified is

A: 1000

B: 1

C: 100

D: 300

5) Given that 8x = 128, then the value of x is

A: 7/3

B: 16

C: 3

D: 8/3

6) The values of  x and y that satisfy the equations 84+x = 21-y and 3x+1 = 9-y are respectively

A:  4, 2

B: 1, -2

C:  3, -2

D: 5, – 1

7) If 22x = 32x+1, the value of x is

A: 1

B:  5

C: -3/7

D: -5/3

8) The value of  x in the equation 3x = 7 is?

A:  7/3

B: log7/log3

C: 3/7

D:  log3/log7

9) (27x2)-3 / (81x3)-2 when simplified is

A: 2

B: 3

C: 1/2

D: 1/3

10) (625/400)-1/2 when simplified gives

A: 64/125

B: 5/4

C: 125/64

D: 4/5


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