Home » Mathematics » If y = x2 – (frac{1}{x}), find (frac{delta y}{delta x})

If y = x2 – (frac{1}{x}), find (frac{delta y}{delta x})

If y = x2 – (frac{1}{x}), find (frac{delta y}{delta x})
  • A.
    2x – (frac{1}{x^2})
  • B.
    2x + x2
  • C.
    2x – x2
  • D.
    2x + (frac{1}{x^2})
Correct Answer: Option D
Explanation

y = x2 – (frac{1}{x})
y = x2 – x-1
(frac{delta y}{delta x}) = 2x + x-2
(frac{delta y}{delta x}) = 2x + (frac{1}{x^2})

There is an explanation video available below.

Explanation Video