SOLUTION: the maximum speed permitted on a freeway is 65 mi/h ad minimum is 40. The Fine F(in dollars) for violating these limits is $40 dollars for every mile above the maximum or below the
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-> SOLUTION: the maximum speed permitted on a freeway is 65 mi/h ad minimum is 40. The Fine F(in dollars) for violating these limits is $40 dollars for every mile above the maximum or below the
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Question 975834: the maximum speed permitted on a freeway is 65 mi/h ad minimum is 40. The Fine F(in dollars) for violating these limits is $40 dollars for every mile above the maximum or below the minimum
(a) Complete the expressions in the following piecewise defined function, where x is the speed (in mi/h) at which you are driving.
f(x)= if 0 < x < 40
if 40 ≤ x ≤ 65
if x > 65
b
f(30)=
f(50=
f(75)= Answer by Boreal(15235) (Show Source):
You can put this solution on YOUR website! f(30) is 10 mph below the minimum and the fine is $400.
f(50) =0
f(75) is $400.
piecewise functions are difficult to graph here
