Pearson Algebra 1 Common Core, 2011
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Pearson Algebra 1 Common Core, 2011 View details
7. The Distributive Property
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Exercise 100 Page 52

Try to break the expression down into terms, then break those terms into factors.

Example Solution: 12 more than the quotient of 7 and y

Practice makes perfect
Our approach to representing the given algebraic expression verbally will be to break it down into terms, factors, and operations. 7/y + 12

In this expression, one term is being added to another term. Let's break it down into more digestible pieces. To write a verbal phrase for an algebraic expression, we must represent each piece of the expression in words. This will require translating the subtraction as more than.

Algebraic Term Verbal Translation
7/y the quotient of 7 and y
+ more than

Now that we have translated each of the pieces, let's bring it all together. 7/y + 12 12 more than the quotient of7andy Please note that it is often possible to express the same algebraic operations in multiple ways, so our translation is only one of the multiple possible correct translations.