During a substitution method, I worked my math and got -15/7 for my x-value. I checked the back of my book and it gave a whole number for x? Did I do something wrong? Problem: x=-2y x=2-4y (Use Substitution Method)
What did you do?
Woops the problem was x=3y-4 and 2x-y=7 *Sorry* I plotted in the equation x=3y-4 into 2x-y=7. I got 2(-3y-4)-y=7. I distrubted and then got -6y-8-y=7. Then, I combined like terms getting 7y=15. Using the multiplicative property, I then got y=-15/7 as the book says its -2.
What does the question ask for?
It tells us to solve the following equations using the substitution method. The back of the book wants the ordered pairs from both equations. Examples: x=y-1, y=4-2x ----> (1,2)
$$\huge \text{I got } 2(-3y-4)-y=7.$$ The minus sign /|\ here infront of 3y is not suppose to be there.
Wow I was blind from that. Thanks! You really saved my time! c:
Thanks for trying to understand .
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