Answer:

When doing short equations like this, you want to use P.E.M.D.A.S. That just means you want to use <u>parentheses first, exponents second, multiply third, divide fourth, add fifth, and subtract last</u>. In this case, since there are no parentheses, or subtraction, or exponents, we cross those three out, and make multiplication our top priority. But, what exactly does <em>seven p </em>mean? <em>p</em> is an assigned, substituted number. Sometimes people will use <em>p</em> instead of <em>x</em> as subs, but it really does not matter. So now that we have enough information, let's start.


The next step is to divide <em>q</em>(12) by three. Before adding, you want to divide, because it is your second-top-priority.

Lastly, add the quotient and the product together.

And we are done! The result is 46, so that means your answer is D! Yay!
What have we learned while doing this problem?
<h3>We have learned how to multiply and divide in order of operations while dealing with substitution.</h3>