Find the reminder when $3^{101}$ is divided by 7?

$(x/y)^{12}.y^{24}.(z^3)^4=$

$\frac{(123-2)^{1/2}(78+3)^{1/4}}{243^{(1/5)}}$

$(625)^{0.16}\times(625)^{0.09}=?$

$\frac{10^x \times 4}{5^x}=2^8$ ആയാൽ x-ന്ടെ വില എത്ര?

$({\frac{-2}{3}})^3 \times ({\frac{3}{5}})^2 =$

$(73^{53}+83^{53})$ is divided by _____

$-\frac{0.00036 \times 0.000064}{0.0000006 \times 0.00008} =$

The value of $5^3 \times 5^4 \times 5^2 =$ ?

Simplify $(3^2)^3+ (2^2)^2$

Given that $87^{0.27} = x$, $87^{0.15}= y$ and $x^z = y^6$ , then the value of z is close to:

If x = 2⁸ and $x^x = 2^y$, then find the value of 'y'.

$2^{n+1}=32$

ആയാൽ n =

$\frac{2^{1001}+2^{999}}{2^{1000}-2^{998}}=?$

$3^{2m+1}=27$ ആയാൽ m ൻ്റെ വില

$3^{1/2}\times4^{1/3}\times6^{1/6}=?$

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

$2^n-2^{n-2}=96$

$$ആയാൽ n എത്ര?