Prove that the value of the expression : 38^9–38^8

Ответ:

dave9811

15.03.2022

The prove that the value of the expression : 38^9–38^8 is divisible by 37 is 38 ÷ 37

Given:

38^9–38^8 is divisible by 37

${38}^{9} - {38}^{8} \div 37$

The exponents in scientific notation should be added or subtracted

$= {38}^{9 - 8} \div (38 - 1)$

= 38¹ ÷ 37

= 38 ÷ 37

Therefore, the expression : 38^9–38^8 is divisible by 37 is 38 ÷ 37

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sadiyah1116

10.05.2023

$Your \ answer \ is.$

$1. x-60\\3.g9\\4.y=36$

- Yaoii

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