Inactive Tutor answered 12/12/20
To be continuous then when you plug in x = 2 to both parts, you'd need to get the same value.
To be differentiable, both parts would need to have the same slope at x = 2
Aisha M.
asked 12/12/20f(x)= {3x=1 for x≤2
{5x-3 for x>2
Which of the following statements is true. the function is defined above
A) f is neither continous nor differentiable at x=2
B) f is continous but not differentable at x=2
C) f s differentiable but not continous at x=2
D) f is both continous and different at x=2
please help
Inactive Tutor answered 12/12/20
To be continuous then when you plug in x = 2 to both parts, you'd need to get the same value.
To be differentiable, both parts would need to have the same slope at x = 2
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