Find
a linear function f(x) with gradient -10 which is such that f(7)=16.
Solution.
m=-10,
points = [7,16] and [x, f(x)]
m
= y2-y1/x2-x1
-10
= f(x) – 16/x-7
f(x)-16=-10(x-7)
[after cross multiply]
f(x)-16=-10x+70
f(x)=-10x+70+16
f(x)=-10x+86
A linear function is f(x) = -10x+86.
Give
out a linear function f(x) with gradient 6 and f(8)=-4
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