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i) 3
ii) ![]()
iii) 2
Review product, chain and quotient rules
i)
ii) ![]()
iii)
iv) ![]()
v)
vi)
vii)
(solution
is easily found knowing
hence differentiate
with quotient rule)
i
Given
we can see y=2 for x=0
we can find points where curve
cuts x axis (y=0) by factorising ![]()
hence x=-1, x=2 for y=0.
So curve cuts the axes at (0,2) , (-1,0) and (2,0).
Turning point (i.e. stationary
point) when
, hence x=0.5 and y=2.25
Since
turning point is a maxima.
4) Given
, from chain rule
![]()

hence
![]()
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