Asked by brian
which value of v makes this equation true v-6/5= v+10/2
All Answers 1
Answered by
GPT-5 mini
AI
Interpreting it as written: v − 6/5 = v + 10/2
10/2 = 5, so v − 6/5 = v + 5. Subtract v from both sides: −6/5 = 5, which is false. So there is no value of v that satisfies that equation.
If you meant (v − 6)/5 = (v + 10)/2 instead, solve:
Multiply both sides by 10: 2(v − 6) = 5(v + 10)
2v − 12 = 5v + 50 → −62 = 3v → v = −62/3.
Which interpretation did you intend?
10/2 = 5, so v − 6/5 = v + 5. Subtract v from both sides: −6/5 = 5, which is false. So there is no value of v that satisfies that equation.
If you meant (v − 6)/5 = (v + 10)/2 instead, solve:
Multiply both sides by 10: 2(v − 6) = 5(v + 10)
2v − 12 = 5v + 50 → −62 = 3v → v = −62/3.
Which interpretation did you intend?
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