Business Mathematics MCQ on Logarithms

Business Mathematics MCQ on Logarithms

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1. The power of a given basic value that produces desired number or value is :

(a) Anti-logarithm

(b) Logarithm

(c) Common  Logarithm

(d) Natural Logarithm

Answer  (b) Logarithm

2.  The logarithm of the number 1 to any base is:

(a) 1

(b)10

(c) 0

(d) 100

Answer (c) 0

3. The logarithm of any quantity to the same base is:

(a) 1

(b)10

(c) 0

(d) 100

Answer  (a) 1

4.  The sign of the mantissa in a logarithm.

(a) Positive 

(b) Negative

(c) Either of two

(d)None of the above

Answer  (a) Positive 

5. Who has invented Natural logarithm?

(a) Henry Briggs

(b) John Napier

(c) Gabriel Cramer

(d) David Hilbert

Answer  (b) John Napier

6.  Who has invented Common logarithm?

(a) Henry Briggs

(b) John Napier

(c) Gabriel Cramer

(d) David Hilbert

Answer  (a) Henry Briggs

7.  If standard form of a number is x = A x 10n then what is A?

(a) A >1

(b) A<1

(c) A≤1≤10

(d) 1≤ A <10

Answer  (d) 1≤ A <10

8. What is the value of log2 64?

(a) 6

(b) 10

(c) 0

(d) 8

Answer  (a) 6

9. What is the value of log √2 4 ?

(a) 2

(b)4

(c) 6

(d) 8

Answer  (b)4

10. What is the value of log10 0.0001 ?

(a) 2

(b) 10

(c) 4

(d) 8

Answer  (c) 4

11. Logarithm of 625 to the base 5 in

(a) 4

 (b)3

(c) 2

(d) None

Answer  (a) 4

12. The logarithm of 0.1024 to the base 0.4 is;

(a) 4

 (b)3

(c) 5

(d) None

Answer  (c) 5

13. The logarithm of 784 to the base 2√7 is:

(a) 4

 (b) 2

(c) 3√7

(d) 2√7

Answer (a) 4

 14.  The logarithm of 1/32  to the base 2 is:

(a) -3

 (b) -4

(c) -5

(d) None

Answer (c) -5

15. The characteristics of the log .0087 is

(a) -2

(b) -3

(c)  2

(d) 3

Answer (b) -3

16.  If log 3=0.4771, then the value of log10 81 is:

(a) 1.9084

(b) 1.3286

(c) 0.9084

(d) 0.3286

Answer (a) 1.9084

17.  If log 3=0.4771 then the number digits in 350 is:

(a) 23

 (b) 24

(c) 25

(d) 50

Answer (b) 24

18.  What is the value of x if log81x = 1.5?

(a) 729

(b) 829

(c) 81

(d) 819

Answer  (a) 729

19. If log 5=0.6990 and log 3=0.4771, then log 45 is:

(a) 1.8751

(b) 1.9085

(c) 2.1303

(d) 1.6532

Answer (d) 1.6532

20. The sum of 2.5386 and 3.0899 is:

(a) 5.6285

(b) 1.6285

(c) 0.5513

(d) None

Answer  (b) 1.6285

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