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kaz1

et tu
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I can do part (i) and (ii) but can someone explain how to do part (iii)?
 
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I can do part (i) and (ii) but can someone explain how to do part (iii)?
Firstly,
the original asymptote is y=-1, so for part (iii) the curve approaches 4^-1 = 0.25
@ y axis (original curve), x=.5, so for part (iii) the curve = 4^.5 = (0,2)
@ x axis, x=0 (original curve), so for part (iii) the curve = 4^0 = 1 @ both (0,1) and (0,-1)
then you just join the dots...
note* nothing is below the x=0.25
 
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The blue curves part (iii), and the black curves the original...
y=1, is just the reference line.. because the x asymptotes from the original curve lie on this reference line..
sorry about the dodgy drawing..
just noticed that the blue line closest to the x - axis is the asymptote (y=0.25) for the new curve.. (part iii)
 

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