Question

sort the expressions.
r + 10
factors of 15(r + 10)
15(r + 10)
factors of 13(r + 4)
13
submit

Explanation:

Step1: Analyze the factor group for \( 15(r + 10) \)

The expression \( 15(r + 10) \) can be factored into \( 15\times(r + 10) \), so \( r + 10 \) is a factor of \( 15(r + 10) \).

Step2: Analyze the factor group for \( 13(r + 4) \)

The expression \( 13(r + 4) \) has factors \( 13 \) and \( r + 4 \), so \( r + 10 \) does not belong here as it is not a factor of \( 13(r + 4) \).

Step3: Perform the sorting action

Based on the factor analysis, move the \( r + 10 \) expression to the "Factors of \( 15(r + 10) \)" box.

Answer:

Move \( r + 10 \) to the "Factors of \( 15(r + 10) \)" box and there is no other expression to move (assuming the task is to sort the given \( r + 10 \) and the existing ones are already placed correctly for their respective factor groups).