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What is the solution to the equation shown below?

-1/3(6x+6)+21=3y

What is the solution to the equation shown below? -1/3(6x+6)+21=3y-example-1

2 Answers

6 votes
-1/3(6y + 6)=3y-21
-6/3y - 6/3 = 3y-21 ( distribution)
-18y-18 = 3y - 21
———. ———
9. 1
-18y-18 = 27y - 189 ( cross product )
-18y - 27y= -189+18 (collecting like terms)
-45y = -171
——. ——- ( dividing both sides by 45 )
-45. -45.
y = 19
—-
5



User Oliort UA
by
7.6k points
3 votes

Answer:

A or 19/5

Explanation:

To solve first we isolate are variables so we distubte to get -2y-2+21=3y then we add 2y to the opposite side to get -2+21=5y. Then we add -2+21 to get 19 so are equation is 19=5y. Next we just divide 19 by 5 to get y=(19/5) or option A

User Ulkas
by
7.9k points

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