Now we are going to look at using functions with lists $($Section $6\mathrm{.}6)$

Complete the following function, countMultiples that takes a list and a number as parameters and counts the number of values in the list of integers that are a multiple of the given number. In other words, think math class when you are given $\text{'}3\text{'}$ and told to find the first $5$ multiples. They would be $3,6,9,12,15.$ Except here we will search for the multiples in our list.

Inside the function, use a for loop to scroll through the list $($Section $6\mathrm{.}1$ Traversing Lists$),$ check if the value is a multiple of the number, and increase the count if it is a multiple. Return the count from the function.

For example, if the list of values is:

$[17,25,5,30,100,96,48,5,14,30]$

and the "number" is $5,$ then we are looking for any multiple of $5.$ The returned value from the function would be:

$6$

because $25,5,30,100,5,$ and $30$ are all multiples of $5.$

$*$Remember that a multiple of a number when divided by it$,$ results in $0($hint: number $\%$ multiple $==0).$ This is a lot like what we have used for finding an even or odd number.

Only write the function with the return value. Do not print anything out or write a main$()$ function.