Question

1. Find the value of 6⁵÷6³.​

Answer 1

Answer:

6^2 answer

Step-by-step explanation:

subtract both powers of equation

Answer 2

Given:  $6^{5}$ ÷ $6^{3}$.

To Find: $6^{5}$ ÷  $6^{3}$ = ?    ; The result.

Solution:

• Power of some number is the same number multiplied itself for N number of time.

• For example $5^{3}$ = $5$ × $5$ × $5$.
• If the base of two numbers are same in the numerator and denominator then we have to subtract the exponents. The Base won't Change. It is Called the law of Exponent for Division.
• To find the result, Let the number be X.
• X =  $\frac{ 6^{5} }{ 6^{3} }$  

• X = $6^{5-3}$

• X = $6^{2}$
• Hence  $6^{5}$ ÷ $6^{3} = 6^{2}$