Based on above information answer the following question : dA(x)/dx = Option 1: 8[1250 - x^2]sqrt(2500 - x^2) Option 2: 4[2500 - x^2sqrt(2500 - x^2)] Option 3: 8[2500 + x^2]sqrt(2500 - x^2) Option 4: 4[1250 + x^2]sqrt(2500 - x^2)

The answer is '8[1250 - x^2]sqrt(2500 - x^2)'. View full solution:

CUET Mathematics - Based on above information answer the following question : dA(x)/dx = | PYQs + Solutions

CUET Mathematics 2022 17 Aug Shift 2

Calculus

Medium

$8\frac{[1250 - x^2]}{\sqrt{2500 - x^2}}$

$4\left[\frac{2500 - x^2}{\sqrt{2500 - x^2}}\right]$

$8\frac{[2500 + x^2]}{\sqrt{2500 - x^2}}$

$4\frac{[1250 + x^2]}{\sqrt{2500 - x^2}}$

✅ Correct Option: 1