Create a scratch program that asks the user to enter a number X$.$ The program produces the following output after checking if X is divisible by $3$ or $11($or both$)$:

Divisible by$...$ Output

Divisible by $3$ only orange

Divisible by $11$ only black

Divisible by $3$ and $11$ purple

Not divisible by $3$ or $11$ pink

Notes:

Divisible by $3$ only means that X is divisible by $3$ but not divisible by $11.$ Divisible by $11$ only means that X is divisible by $11$ but not divisible by $3.$

Recall from last week that you can use the mod block to check if one number $($in this case X$)$ is divisible by another number. Remember, the mod block returns the remainder when the number entered on the left side of the block is divided by the number entered on the right side. To determine if one number $($X$)$ is divisible by another number, we need the remainder to be $0.$

A number $($X$)$ is not divisible by another number if the remainder is not $0.($Hint: How could you use a logic operator with the mod block to test if a number is not divisible by another number?$)$

Your program must produce only one output. For example:

If the user enters $33,$ the output is purple because $33$ is divisible by both $3$ and $11.$ The program does not output orange or black because $33$ is divisible by both $3$ and $11.$

If the user enters $14,$ the output is pink because $14$ is not divisible by either $3$ or $11.$