Question

Scrieți folosind o singură putere 25⁴x5⁸:(5³)x5⁸:5¹⁰​

Answer 1

Răspuns:

Explicație pas cu pas:

Answer 2

Răspuns: $\red{\bf~ 5^{11} }$

$\bf 25^4\cdot 5^8:\big(5^3\big)\cdot5^8:5^{10} =$

$\bf \big(5^2\big)^4\cdot 5^8:5^3\cdot5^8:5^{10} =$

$\bf 5^{2\cdot 4}\cdot 5^8:5^3\cdot5^8:5^{10} =$

$\bf 5^{8}\cdot 5^8:5^3\cdot5^8:5^{10} =5^{8+8}:5^3\cdot5^8:5^{10} =$

$\bf 5^{16}:5^3\cdot5^8:5^{10} = 5^{16-3+8-10}=\red{\boxed{\bf~ 5^{11}~} }$