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Variable on two sides of equation MA.7.2.3: Apply inverse relationships between addition and subtraction, and multiplication and division, to solve one-step problems

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A: Definition Unknown value on both sides of the equation.

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B: Equation First you combined the liked terms of x. For example 2x=3+x in this equation you subtract one value of x from each side of the equation and you get x = 3.

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Question 15x (- 6)= x+7

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Solution I solved this equation by first isolating the variable. So you do the inverse of subtracting 6 which adding 6. So that cancels out. So then you do the same to the other side. So, 7+6=13. Bring the 13 down. Also bring down the 15x. Next, you subtract the positive x on the right side of the equation, which cancels out. You next minus that 1x from the 15x(15x-1x). That then equals 14x. Then divide the 14x by its self(14x/14), which the x is left over. So the 13 you had earlier you have to bring that down over 14. Therefore, x= 13/14. 15x – 6 = x + 7

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Credits Thank you… *Margaret *Morrisha 4 telling me some answers

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3-3 Solving Multiplication Equations. Solve Solution GOAL Find the value of the variable that makes the equation TRUE. The value that makes the equation.

3-3 Solving Multiplication Equations. Solve Solution GOAL Find the value of the variable that makes the equation TRUE. The value that makes the equation.

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