SOLUTION: Using systems of equations(addition/elimination or substitution) solve this problem.
A Honda Accord gets approximately 26 mpg on the highway and 19 mpg in the city. Bill drove
Algebra.Com
Question 127468: Using systems of equations(addition/elimination or substitution) solve this problem.
A Honda Accord gets approximately 26 mpg on the highway and 19 mpg in the city. Bill drove 349.5 miles on a full tank (16 gallons) of gasoline. Using a two equation system of equations, determine approximately how many miles were driven in the city and on the highway.
I tried dividing 349.5 by 16 gallons to get mileage and using the following equations. 26H + 19C = 21.84 and H + C = 349.50
Answer by josmiceli(19441) (Show Source): You can put this solution on YOUR website!
Let = highway miles driven
Let = city miles driven
Use (miles driven) / (miles/gallon) = gallons used
(gallons used on hwy) + (gallons used in city) = total gallons used
multiply both sides by
169 miles were driven on the highway and 180.5 miles were
driven in the city
check:
OK
RELATED QUESTIONS
can you help solve this problem:
Solve the linear systems of equations using the... (answered by checkley77)
A Honda Accord gets approximately 26 mpg on the higway and 19 mpg in the city. You drove (answered by dabanfield)
A Honda Accord gets approximately 26 mpg on the highway and 19 mpg in the city. You drove (answered by richwmiller)
Using the addition (elimination) method to solve systems of equations .
6x-4y=11... (answered by vleith)
solve systems of equation using either methods substitution or elimination.
y=4x... (answered by Alan3354)
Solve the system of equations using substitution, elimination by addition, or augmented... (answered by josgarithmetic)
This word problem must be solved by using systems of equations(addition, elimination or... (answered by josmiceli)
I know how to solve for X and Y in linear systems of equations using SUBSTITUTION. My... (answered by htmentor)
Solve the system of equations below using elimination by addition. What are the... (answered by mananth)