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Why isn't a square root of b-squared not b? Why isn't a square root of b-squared not b? @Mathematics
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draw out the exact problem
Think about the sign of b
is it because it is negative?
Let's say b=-2. What is the square root of b-squared?
b?
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or would it be negative?
No use -2 instead. What is the square root of -2 squared?
4?
No. If you square -2 you get 4. Then take the square root you get 2, right
correct.
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So i get 2 instead of -2 which is what I started with. If you do this with any negative number you lose the negative sign. So you end up with the positive version of what you started with
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