Austin worked out the problem to the left and gone answer of

Question

x=7
lisa thinks he made a mistake and the answer should be x = 1
who is correct or are they both wrong? why?
a lisa is correct
b austin is correct
c both wrong

Answer 1

To determine who is correct, we need to analyze the problem that Austin worked on. However, since the actual problem isn't provided in your question, I can't definitively say whether Austin or Lisa is correct.

If you could provide the specific problem or equation they were working on, I would be able to help you evaluate the answers and determine whether Austin's answer of \( x = 7 \), Lisa's answer of \( x = 1 \), or both answers are incorrect. Please share the details of the problem!