Question

Remainder when (16!+86) is divided by 323

Answer 1

It's good and nice answer

Answer 2

So, $(16!+86)$ is divided by $323$ is given as $6.4776\times 10^{10}$

Step-by-step explanation:

Given data,

$(16!+86)$ is divided by $323$

We know,

Dividing $a$ by $b$ means breaking(dividing) $a$ into $b$ equal parts that is  $\frac{a}{b}$

So,

$(16!+86)$ is divided by $323$ value is given,

$\frac{(16!+86)}{323} =\frac{2.0922\times 10^{13} }{323}$

$=6.4776\times 10^{10}$

∴ $(16!+86)$ is divided by $323$ is given as $6.4776\times 10^{10}$