can someone actually show me all the steps to finding this deriviative. I keep doing the problem out and getting the wrong answer.

Find the deriviative of:

INVERSEsin(2t)^1/2

1 answer

What is under the square root sign? the way you have written it, it is the argument of the sine function, 2t

Assuming that is it

y= INVsin(sqrt2t)
I am going to shift to arcsin notation, so we don't get messed up in power notation.
y=arcsin(sqrt2t)
y=arcsin u where u=sqrt2t
y'=1/(1-u^2) du/dx
and du/dt= 1/(2sqrt2t) * 2 or 1/sqrt2t

y=1/((1-2t)(sqrt2t))
Similar Questions
  1. use the definition of the deriviative to find the deriviative when:a) f(x)= the square root of x b) y=mx + b c) y= x^2 + x
    1. answers icon 1 answer
  2. show all of the algebraic steps in finding lim x->0 (sin2x)/(2x-tanx)I know the answer is 2 but I need the steps thank you!
    1. answers icon 4 answers
    1. answers icon 1 answer
  3. Can I get help finding the difference. Please show steps for me.(2x^2 -5x^3)-(8x^2 -7x^3) I get -6x^2-12x^3 is that correct?
    1. answers icon 1 answer
more similar questions