Write the following products using exponential form:

$2^{10}\times 2^3$

Exponents can be added only when the bases are the same.

In $2^{10}\times 2^3$, the base is same which is $2$.

So, for any non-zero integer $a$ and whole numbers $m\mathrm{and}n$,

$a^m\times a^n=a^{m+n}$

So, $2^{10}\times 2^3$$=2^{10+3}$ (Here, $a=2,m=10,n=3$)

$=2^{13}$.

Therefore, $2^{10}\times 2^3$$=2^{13}$.