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QuestionSolve the equation and fill in the missing terms:
3y+15−7=14 3y + 15 - 7 = 14
Complete:
3y+□=14 3y + \square = 14
3y=□ 3y = \square
y=□ y = \square

Studdy Solution

STEP 1

Assumptions1. We are given an equation with a variable yy and some arithmetic operations. . We need to find the value of yy by solving the equation.
3. We are also required to fill in the missing terms in the equation.

STEP 2

The first step is to combine like terms on the left side of the equation. The like terms here are the constants15 and -7.
y+15−7=14y +15 -7 =14

STEP 3

Combine the constants15 and -7 to get the missing term in the next line.
3y+15−7=3y+83y +15 -7 =3y +8So, the missing term in the second line is8.

STEP 4

Next, we need to isolate 3y3y on one side of the equation. This means we need to subtract8 from both sides of the equation.
3y+8=143y +8 =14

STEP 5

Subtract8 from both sides to get the missing term in the third line.
3y+8−8=14−83y +8 -8 =14 -83y=3y =So, the missing term in the third line is.

STEP 6

Now, we need to solve for yy. This means we need to divide both sides of the equation by3.
3y=63y =6

STEP 7

Divide both sides of the equation by3 to get the missing term in the fourth line.
y=6/3y =6 /3y=2y =2So, the missing term in the fourth line is2.
The solution to the equation is y=2y =2.

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