Question

3n^5 ÷ 6n^3, using properties of exponents

Answer 1

`(n^(2) )/(2)`

Explanation:

Rewrite the division as a fraction.

`(3n^(5) )/(6n^(3) )`

Cancel the common factor of 3 and 6.

`(3(n^(5)) )/(6n^(3) )`

`(n^(5) )/(2n^(3) )`

Cancel the common factor

`(n^(2) )/(2)`

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Answer 2

Explanation:

`(a^(m))/(a^(n))=a^(m-n)\\\\(3n^(5))/(6n^(3))=(3)/(6)*n^(5-3)\\\\=(1)/(2)n^(2)`