Question

5^25*5^15:5^501+(5^10)^5:5^43-5^0+0^5

Answer 1

Răspuns:

Explicație pas cu pas:

5^(25+15):5^501+5^50:5^43-1+0=5^(40-501)+5^7-1=5^(-461)+5^7-1

Answer 2

Răspuns:

Explicație pas cu pas:

5^25*5^15:5^501+(5^10)^5:5^43-5^0+0^5

$5^{25} * 5^{15} : 5^{501} + (5^{10})^{5} :5^{43} -5^{0} + 0^{5} \\5^{25+15}:5^{501}+5^{10*5}:5^{43}-1+0\\5^{40}:5^{501}+5^{50}:5^{43}-1+0\\5^{40}:5^{501} + 5^{50-43} -1\\5^{40}:5^{501} + 5^{7} -1 \\5^{40-501} + 5^{7} -1\\5^{-461} + 5^{7} -1$