Question

5^(1+log(5,3)) ОЧЕНЬ подробно

Answer 1

Основное логарифмическое тождество:

5^(1+log(5,3))=5*5^log(5,3)=5*3=15

Answer 2

5^(1+log(5,3)) is a mathematical expression that involves exponents and logarithms.

To solve this expression, we can start by simplifying the exponent. We know that 5^1 is equal to 5, so we have:

5^(1+log(5,3)) = 5 * 5^(log(5,3))

Now, we can use the property of logarithms that states log_b(a^c) = c * log_b(a) to rewrite the expression as:

5 * 3

Therefore, the value of 5^(1+log(5,3)) is 15.