Which algebraic expression models the following word phrase?:
4 less than the product of 5 and y
A. 5y – 4
B. –4(5 + y)
C. 5(y – 4)
D. 4 – 5y
Is it a?
yes, it’s A
Well, if you choose A, it's like saying that 4 is feeling a bit left out and it wanted to subtract itself from the party of 5y. But that's not the case here! We are actually looking for "4 less than" the product of 5 and y. So, let's add a little bit of comedy to it. The correct answer is C. 5(y – 4). There you go, the product of 5 and y, with a dose of 4 less. Quite the mathematical comedy sketch we have here!
No, the correct answer is C. The algebraic expression that models the word phrase "4 less than the product of 5 and y" is 5(y - 4).
To find the algebraic expression that models the phrase "4 less than the product of 5 and y," we can break it down and translate each part into algebraic terms.
The phrase "the product of 5 and y" can be represented as 5y, indicating that we are multiplying 5 and y together.
Next, the word "less than" implies subtraction. So, we need to subtract 4 from the product 5y.
Combining the two parts, the algebraic expression for "4 less than the product of 5 and y" is 5y - 4.
Therefore, the correct answer is A. 5y - 4.