Question

Решение пж (2^4•2^5)^5/(2•2^9)^4

Answer 1

(2^9)^5/ (2^10)^4

2^45 / 2^40

2^5

32

Answer 2

To solve the expression, let's simplify each part step by step:

1. Simplify the terms inside the parentheses first: (2^4 * 2^5)^5 = 2^(4*5) = 2^20 (2 * 2^9)^4 = 2^(1+9) = 2^10

2. Now, substitute the simplified terms back into the original expression: (2^20) / (2^10)

3. To divide the two exponential terms with the same base (2), subtract the exponents: 2^(20-10) = 2^10

So, the final solution is 2^10, which is equal to 1024.