limit does not exist
because, for values to the left of a, x – a < 0.
Therefore, | x – a | = – (x – a), so that the limit does not exist.
If x = at3, y = bt2 (t a parameter), find:
If x = at3, y = bt2 (t a parameter), find:.
Differentiate xx (x > 0) from first principles.
Find the derivative with respect to x of the function:
f (x) = [sin x] where [.] denotes the greatest integer function is continuous at
If [x] denotes the greatest integer less than or equal to x then