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v + 4 - 2 = -10 + 6v + 6 + 6
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first you need to combine like terms on both sides
on both sides or i have to choose one?
\[v+4-2=-10+6v+6+6\] on the left combine the numbers and on the right combine the numbers
so on the left is it 2v?
and the right 28?
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v^
no. you do not combine the 6v with the numbers because they have no variable. on the left, you combine 4-2 and on the right you combine -10+6+6
ok 2 and 2?
so on the left you will have : \[v+2\] and on the right you will have: \[6v+2\] so now solve: \[v+2=6v+2\]
oh its 0
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v=0
correct!
thank you
yw!
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