(dy)/(dx) = (sec(3x)tan(3x)√(1+y))/(y)

Name: (dy)/(dx) = (sec(3x)tan(3x)√(1+y))/(y)
Uploaded: 2023-07-22T13:24:18-08:00
Duration: 21 s
Channel: Numerade
Description: (dy)/(dx) = (sec(3x)tan(3x)√(1+y))/(y)

Question

Madhur L · Answer

Hi here for the given question. We are given that here in our case the value of V of t is equal

Erika Bustos · Answer

We need to find this volume and the surface area. So surface area is equal to the perimeter time

Madhur L · Answer

Hi. In this question, consider the differential equation which has been given to us, that is, X

Moses Obasola · Answer

okay tan x equals minus 1 over 3 now notice that cause x is greater down 0 definitely x will be

Hoan Nguyen · Answer

Alright, for question 8, vector a is given by 1 0 0 and vector b is 0 1 0, and so we can calcula

Question

\frac{dy}{dx} = \frac{sec(3x)tan(3x)\sqrt{1+y}}{y}

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