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y' = ²/₃ x⁻⁽¹/³⁾
y' = 2/(3∛x)
b. y = √(4x-3) = (4x-3)¹/²
y' = 1/2 (4x-3)⁻¹/² (4)
y' = 2 (4x -3)⁻¹/²
y' = 2/(√(4x-3))
c. y = (x-2)/(3x+1)² ....y = u v
y' = (u'v - uv')/(v²)
y' = {1(3x+1)² - (x-2)(2)(3x+1)} / (3x+1)⁴
y' = { (3x+1)² -(2x-4)(3x+1)} / (3x+1)⁴
y' = (3x+1)(3x+1 - 2x+4) /(3x+1)⁴
y' = (x+5)/(3x+1)³