Description
Find the constants m and b in the linear function
f(x) = mx + b
so that
f(0) = 5
and
f(3) = - 4
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Explanation & Answer
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f(0)=5 x=0
f(3)=-4 x=-4
To solve for m and b we substitute the values of x as shown below:
5=m(0) + b here it implies b=5
substitute b in equation below:
-4=m(3) +b
-4=m(3) +5
3m=-9
m=-3
Therefore, m=-3 and b=5
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