Terri's car gets 27 miles to the gallon and holds 13 gallons of gas. Using the following function, determine the maximum length of time Terri can drive her car on one tank of gas if she were to drive at a constant rate of 39 miles per hour. In this function d(t) represents the distance driven, v represents the rate at which Terri is driving, and t represents the time she drives for.
4.33 hours B. 9 hours C. 1.44 hours D. 27 hours
we dont know the rate of the driving tho do we?
We do know actually
okay,it says that it takes a gallon to travel 27 miles
But the car can hold up to 13 gallons
351
351 miles for the 13 gallons
yeah,that's right
alright,we already know the total distance can be driven There is another information given to us,saying that the rate of driving is 39 miles per hour
\(d(t)=351~miles\)
\(v=39~miles~per~Hour\)
Using the formula given,now u can find the time
\(d(t)=v\times~t\)
sub the values into the formula and solve for t
\(351~Miles=39~Miles~per~Hour\times~t\)
9 hours deet
yep,that's correct!
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