Which of the following equations represents the statement: "The product of a number y and 3, less 8, is equal to 22"?

a.) 3 + y - 8 = 22

b.) 3y - 8 = 22

c.) 8 - 3y = 22

c.) 3 (y - 8) = 22

Question

Damion Alvarado

Mathematics

18 April, 19:46

Which of the following equations represents the statement: "The product of a number y and 3, less 8, is equal to 22"?

a.) 3 + y - 8 = 22

b.) 3y - 8 = 22

c.) 8 - 3y = 22

c.) 3 (y - 8) = 22

+4

Answers (1)

Know the Answer?

Antony Jefferson · Answer 1

Correct option is second one that is 3y - 8 = 22

Solution:

Need to determine the equation which represents the statement: "The product of a number y and 3, less 8, is equal to 22"

There are four option given.

Lets first create our equation from given.

Product of a number y and 3 = 3 x y = 3y

Product of a number y and 3 less 8 means 3y less 8 = 3y - 8

And as Product of a number y and 3 less 8 is equal to 22

=> 3y - 8 = 22

On comparing our equation with the given option we can conclude that correct option is second one that is 3y - 8 = 22

Which of the following equations represents the statement: "The product of a number y and 3, less 8, is equal to 22"?a.) 3 + y - 8 = 22b.) 3y - 8 = 22c.) 8 - 3y = 22c.) 3 (y - 8) = 22

Which of the following equations represents the statement: "The product of a number y and 3, less 8, is equal to 22"?

a.) 3 + y - 8 = 22

b.) 3y - 8 = 22

c.) 8 - 3y = 22

c.) 3 (y - 8) = 22