Question

5n^-1+5^n+2/6*5^n ПОМОГИТЕ СРОЧНО!!!

Answer 1

((5^n/5)+25*5^n)/6*5^n=(вынесем в числителе за скобку 5^n)=
=(5^n*((1/5)+25)/6*5^n=(сокращаем 5^n)=((1/5)+25)/6=126/5/6=21/5=4,2

Answer 2

Solving the Expression 5n^-1 + 5^n + 2/6*5^n

To solve the expression 5n^-1 + 5^n + 2/6*5^n, we can break it down step by step.

1. 5n^-1: - The term 5n^-1 can be rewritten as 5/n.

2. 5^n: - The term 5^n represents 5 raised to the power of n.

3. 2/6*5^n: - The term 2/6*5^n simplifies to (1/3)*5^n.

Now, let's combine these terms and simplify the expression.

Simplified Expression

The simplified expression is: 5/n + 5^n + (1/3)*5^n

This is the simplified form of the given expression.

Let me know if you need further assistance with this expression!