. So if you expand both sides of the equation, it now looks like 
. So if you add like terms on both sides, the simplified equation is 
. Since we want to isolate the variable on one side, add 2 to both sides to eliminate it from the left hand side of the equation and subtract 3x from both sides to eliminate it from the right hand side of the equation. So the equation now looks like 
. Now look at the answer choices that you have. Since the coefficient in front of the x is 13, you know that it must be 13, leaving only choice C and D. You can divide both sides by negative one to move it over to the other side, so now the equation is 
, which is answer choice C.
Which equation will have the same solution as 3 β 5(2x + 1) = 3(3 + x)?
a.
11x = β13 <...
Mathematics, 25.08.2019 06:30 angelaOR
Which equation will have the same solution as 3 β 5(2x + 1) = 3(3 + x)?
a.
11x = β13
b.
11x = 13
c.
13x = β11
d.
13x = 11
Answers: 2
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