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Old July 3rd, 2009, 09:34 PM
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We can assume that g is a linear transform of f.

hence g=Af+B
where A,B are transformation constants.

Now determine A,B

Spoiler:


g(x)=Af(x)+B

by definition of g,
f(1)=g(1981)=Af(1981)+B
by definition of f
f(1)=122.8(1)+786.2

hence,
Af(1981)+B=122.8(1)+786.2........(1)

Similarly,
Af(1982)+B=122.8(2)+786.2.........(2)

subtracting (1)from (2)
A(f(1982)-f(1981))=122.8
hence, A=1
B=243144

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