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Divisibility

Test yourself in **Divisibility Test **Math Questions! You have only **10** minutes to complete the test and if you do not answer any question within the allotted time, it will be counted as incorrect. You can skip questions by clicking "**NEXT**" button and go back to previous questions by "**PREVIOUS**" button. You need to get minimum **50%** marks to pass the quiz. Click on the "**START**" button to participate in the quiz.

1 / 25

If a, m and n are positive integers and a ≠ 1, then log_{a}(m/n) =?

_{a}m - log

_{a}n

_{a}m

_{p}m/log

_{p}n

_{a}m + log

_{a}n

2 / 25

If log(a/b) + log(b/a) = log (a + b), then

^{2}- b

^{2}= 1

3 / 25

e^{ln x }=?

4 / 25

Solve the equation: log_{x}324 = 4.

5 / 25

If the log of 400 is 4, then what is the base of the log?

6 / 25

Log_{√}_{3}3 + log_{4}2 =?

7 / 25

The logarithms having a base '10' are called -

8 / 25

If a, m and n are positive integers and a ≠ 1, then log_{a}(mn) =

_{a}m + log

_{a}n

_{a}m - log

_{a}n

_{a}m

_{p}m/log

_{p}n

9 / 25

The relation x = log_{a}n implies

^{x}= n

^{n}= x

^{x}= a

^{a}= n

10 / 25

If a = b^{2} = c^{3} = d^{4} = e^{5}, then find log_{a}abcde

11 / 25

If m and n are the positive numbers other than 1, then log_{n}m =?

_{m}n

_{a}m - log

_{a}n

_{p}m/log

_{p}n

_{a}m

12 / 25

log_{3}(1/9) =?

13 / 25

If a and m are positive numbers, a ≠ 1 and r is a real number, then log_{a}m^{r} =?

_{p}m/log

_{p}n

_{m}n

_{a}m - log

_{a}n

_{a}m

14 / 25

Find the value of log_{√3}81.

15 / 25

If log_{x}y = 100 and log_{2}x = 10, then the value of y is:

^{1000}

^{10}

^{100}

^{10000}

16 / 25

Find the value: log_{2}64 + log_{2}8

17 / 25

What is the log of 5√5 to the base of 5?

18 / 25

Which condition log_{a}1 = 0?

19 / 25

log_{10}1 =?

20 / 25

Find the value of log_{3}(1/9).

21 / 25

Find the value of log_{10}100.

22 / 25

2log_{10}5 + log_{10}36 – log_{10}9 =?

23 / 25

If Log_{x }(1/8) = -2, then x =?

24 / 25

If m, n and p are positive numbers and n ≠ 1, p ≠ 1, then; Log_{n}m =?

_{a}m

_{a}m - log

_{a}n

_{p}m/log

_{p}n

_{m}n

25 / 25

If 5 = log_{2}p, then find the value of p

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