Question

m⁴ X m⁵ ÷ m³ (m ≠ 0) : Simplify.

Answer 1

Answer:

$m^{4} * m^{5} / m^{3}$

= $m^{4+5-3}$

= $m^{6}$

hope this helps

Answer 2

m^{4} * m^{5} / m^{3} =  m^{6}

Step-by-step explanation:

When it comes to exponentiation, you can simply add the powers if the base is the same and if base is not zero.

For division, you can simply subtract the power if the base is the same and if the base is not zero.

In the given sum, the base is the same 'm' and m ≠ 0.

So we can add the exponent powers for multiplication and subtract the exponent power for division.  

So m^{4} * m^{5} / m^{3}

 = m^{ 4 + 5 -3}

 = m^{6}

So m^{6} is the answer