Question

2^73-2^72-2^71 solve this problem and what will be the solution

Answer 1

(2^73 -2^72 - 2^71)=2^71( 2^2 - 2-1)=2^71 (4-3)
=2^71

Answer 2

The value of $2^{73} -2^{72}-2^{71}$ is equal to $2^{71}.$

Step-by-step explanation:

We have,

$2^{73} -2^{72}-2^{71}$

Taking $2^{71}$ as common, we get

$2^{71}(2^{2} -2^{1}-2^{0})$

$= 2^{71}(4 -2-1)$

$= 2^{71}(4 -3)$

$= 2^{71}(1)$

$= 2^{71}$

∴ $2^{73} -2^{72}-2^{71}= 2^{71}$

Hence, the value of $2^{73} -2^{72}-2^{71}$is equal to $2^{71}.$