Let `y=xsinx.` Evaluate `dy/dx` for `x=pi.` (3 marks)
Calculus, MET1 2020 VCAA 1a
Let `y = x^2 sin(x)`.
Find `(dy)/(dx)`. (1 mark)
Calculus, MET1-NHT 2019 VCAA 1b
Let `f(x) = x^2 cos(3x)`.
Find `f prime (pi/3)`. (2 marks)
Calculus, MET1 2011 VCAA 1b
If `g(x) = x^2 sin (2x)`, find `g prime (pi/6).` (2 marks)
Calculus, MET1 2006 VCAA 3a
Let `y = x tan(x)`. Evaluate `(dy)/(dx)` when `x = pi/6`. (3 mark)
Calculus, MET1 2006 ADV 2ai
Differentiate with respect to `x`:
Let `f(x)=x tan x`. Find `f′(x)`. (2 marks)
Calculus, MET1 2014 VCAA 1a
If `y = x^2sin(x)`, find `(dy)/(dx)`. (2 marks)