Question

the differentiable coefficient of x6 w.r.t x3​

Answer 1

Answer:

the numeral coefficient is 6and3

Answer 2

ans d(x^6)/dx^3=2x^3

Step-by-step explanation:

let y= f(x) = x^6

i have to calculate differential coefficient of x^6 w.r.t x^3

as we know

if f(x) x^n

differential coefficient of x^n w.r.t x is give by d[f(x)] /dx = d(x^n)/dx =nx^(n-1)

thus according to question f(x)=x^6

differential coefficient w.r.t x^3

d[f(x)]/dx^3 = d(x^6)/d(x^3)

d(x^6)/dx^3 = d(x^3)^2

= 2(x^3)^(2-2)

ans = 2x^3