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I don't understand chain rule for differentiation especially when combined with more complex functions.

The chain rule is a method that allows you to differentiate a function of a function, which can be of the form y = f[g(x)]. That is, g is a function of x and f is a function of g, which in turn is a funct...

AS
Answered by Adamos S. Maths tutor
7831 Views

Given 924*438 = 404712, what is 9.24*43.8

Given 924 x 438 = 404712, we must consider the changes made to THIS question that leads to 9.24 x 43.8 924 => 9.24: we divide 924 by 100 to get 9.24
438 => 43.8: we divide 438 by 10 to get 43....

KS
Answered by Kumar S. Maths tutor
2994 Views

Find the values of y such that log2(11y-3)-log2(3)-2log2(​y) = 1

Find the values of y such that log2(11y-3)-log23-2log2y = 1

Power law: 2log2y = log2y2

Product law: log2(11y-3) -...

JP
Answered by Joe P. Maths tutor
16722 Views

How do you differentiate this

In differentaition, it is all about multiplying and taking away. Look at the first integer and the number that it is in the power off. You have to simply times the integer with the power of number and the...

MD
Answered by Meghna D. Maths tutor
3220 Views

Let y=arcsin(x-1), 0<=x<=2 (where <= means less than or equal to). Find x in terms of y, and show that dx/dy=cos(y).

First, the question asks us to find x in terms of y, or in other words, rearrange the equation to be in the form 'x=', rather than 'y=', as it is currently. We start wit...

KM
Answered by Kalina M. Maths tutor
7242 Views

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