Question

(Divide & write as an integer or a simplified fraction)

Answer 1

Given:

`(4k+4)/(9k+9)/(5)`

Required:

Divide the expression.

Step-by-step explanation:

The given expression is:

`(4k+4)/(9k+9)/(5)`
`\begin{gathered} (4k+4)*(5)/(9k+9) \\ =4(k+1)*(5)/(9(k+1)) \end{gathered}`

Cancel out the same terms from the numerator and denominator.

`\begin{gathered} =(4*5)/(9) \\ =(20)/(9) \end{gathered}`

Final Answer:

Thus the simplification of the given expression is

`(20)/(9)`