Respuesta :

y1= -11/3 , y2= -1/3

for the first equation, divide both sides of the equation by 9 so u get |3y+6|=5 , then rewrite the absolute value of the equation as two separate equations: 3y+6=5 ---> 3y+6= -5. then solve the equation for y.

3y+6=5 now move the constant to the right ---> 3y=5-6

calculate the difference and it should be 3y= -1 now divide both sides by 3 to get y= -1/3.

now for the second equation 3y+6= -5, youre gonna do the same. move the constant to the right, (3y= -5-6) calculate the difference, 3y=-11, now divide both sides by 3: y=-11/3.

hope this helped lol

Answer: y1= -11/3 , y2= -1/3

Step-by-step explanation:

For the first equation, divide both sides of the equation by 9 so u get |3y+6|=5, then rewrite the absolute value of the equation as two separate equations: 3y+6=5 ---> 3y+6= -5. then solve the equation for y.

3y+6=5 now move the constant to the right ---> 3y=5-6

Calculate the difference and it should be 3y= -1 now divide both sides by 3 to get y= -1/3.

Now for the second equation 3y+6= -5, you're gonna do the same. move the constant to the right, (3y= -5-6) calculate the difference, 3y=-11, divide both sides by 3: y=-11/3.

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I hope this helped, I'm also not sure the specific way you will do it, but this is how I do it.