Equation 1: 4x β 2y = β12
Equation 2: β2x + y = 6
Recall that the first step in solvi...
![Mathematics](/tpl/images/cats/mat.png)
Mathematics, 01.09.2021 15:40, Naviascales1681
Equation 1: 4x β 2y = β12
Equation 2: β2x + y = 6
Recall that the first step in solving a system of equations by the method of elimination is to make the coefficients for x or y have the same absolute value but opposite signs.
Multiply Equation 2 with a number to make the absolute value of its x-coefficient the same as in Equation 1. Remember to multiply each term.
Equation 2: ( ? )(β2x + y = 6)
Use the Distributive Property.
Revised Equation 2:
β4x + __?___ y=___?
*There are 3 answers to this problem (everywhere there is a question mark)* 20 points for right answer, will mark brainiest if right*
![answer](/tpl/images/cats/otvet.png)
Answers: 3
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