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the derivative of \(f(x)=-7x^2+2x\) is \(f'(x)=-14x+2\)
so from the left the derivative is \(f'(0)=2\)
no
the derivative of \(f(x)=7x^2-4\) is \(14x\) and from the right \(f'(0)=0\)
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says it is wrong
since \(2\neq 0\) the derivative at \(0\) does not exist
I know that it does not exist, but it won't give me the answer to be right for 2 and 0
from the left is 2, from the right is 0
Nope, maybe the coding for the internet question is wrong, thank you though satellite
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