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Chapter 2: Q 42 (page 238)

Ify=3x2t-tkk, where t and k are constant, finddydx.

Short Answer

Expert verified

dydx=6xt

Step by step solution

01

Step 1:Given information

The given expression isy=3x2t-tk

02

Step 2:Simplification

y=3x2t-tk

Differentiating w.r.t x

dydx=ddx3x2t-ddxtk

width="86" height="41" role="math">鈬�dydx=6xt

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Most popular questions from this chapter

Write down a rule for differentiating a composition f(u(v(w(x))))of four functions

(a) in 鈥減rime鈥� notation and

(b) in Leibniz notation.

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role="math" localid="1648290170541" f(x)=x-1x+3

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