Answer:
hope this helps you in some way
f'(x)= (8x√x - 10x^4√x)/3
Step-by-step explanation:
f(x)=(2x^2 - x^5)/3√x
f'(x)={(2*2x^2-1) - (5*x^5-1)} / 3*1/2*x^-1/2
f'(x)=(4x-5x^4) / (3/2x^1/2)
f'(x)=(4x-5x^4)*2√x / 3
Therefore, f'(x)=8x√x-10x^4√x /3
