If $\frac{a^{14}}{a^m}=a^3$, what is the value of m?

Challenger App

★

1M+ Downloads

$\frac{a^{14}}{a^m}=a^3$ ആയാൽ m ൻ്റെവില എത്ര?

A11

B17

C10

D12

Answer:

$\frac{a^{14}}{a^m}=a^3$

$=a^{14-m}=a^3$

$14-m=3$

$m=11$

Related Questions:

$3^{10}×27^{2}=9^{2}×3^{n}$

n ന്റെ വിലയെന്ത്?

$\frac{a^4 \times a^8}{a^{12}}$ = _____

$\frac{(5^2)^2\times(5^1)^2}{(5^2)^1\times(5^1)^1}$ ലഘൂകരിക്കുക

$(\frac{125}{8})^{2/3}(\frac{16}{625})^{1/2}=$