Question

Find the sum of 5 and 6, then raise it to the power of two, and finally subtract the quotient of 15 and 5. Write the expression that represents this problem and solve.

Please include an explanation

Answer 1

Answer: $(5+6)^2-(\frac{15}{5} )$ and solved is 118

Step-by-step explanation:

Finding the sum of 5 and 6 indicates the addition

5+6

It then says raise it to the power of two so let's put it in parenthesis so it can be solved before raising it to the power of two

$(5+6)^2$

The quotient of 15 and 5 indicates division so we can put that in its own parenthesis too and then subtract it when solved.

$(5+6)^2-(\frac{15}{5} )$

If you need to solve start by solving the parenthesis

$(5+6)^2-(\frac{15}{5} )\\ (11)^2-(3)$

then raise 11 to the power of 2

121-3

finally, subtract

118