A Rental Truck Is Company Charges $25 Per Day Plus A Fee Of $0.35 For Every Mile (m) Driven. Which Equations Can Be Used To Find

Question

A Rental Truck Is Company Charges $25 Per Day Plus A Fee Of $0.35 For Every Mile (m) Driven. Which Equations Can Be Used To Find The Numbers Of Miles Driven For A Truck That Cost A Total Of $42.50 To Rent For One Day?

A)$25m + 0.35m = $42.50
B)$0.35 + $25m = $42.50
C)$42.50 + $0.35m = $25
D)$0.35 = $42.50

Maris · Answer

The Option A is correct. The  Numbers of Miles  Driven for A Truck That Cost a Total Of $42.50 To Rent for One Day $25m + 0.35m = $42.50    According to the statement  we have given that the  Rental Truck Is Company Charges $25 Per Day Plus A Fee Of $0.35 For Every Mile (m) Driven. and a Truck That Cost A Total Of $42.50 To Rent For One Day.  And we have to find the equation for this.  So, for given purpose,  we know that the  A linear equation  is an algebraic equation of the form y=mx+b. involving only a constant and a first-order (linear) term, where m is the slope and b is the y-intercept.  And from the given values the equation formed that the   In the equation the charges per mile is added to the original charges is equal to the total charges per day.  So, The equation become  $25m + 0.35m = $42.50  And by this equation we represent the all given conditions related charges.    So, The Option A is correct. The  Numbers of Miles  Driven for A Truck That Cost a Total Of $42.50 To Rent for One Day $25m + 0.35m = $42.50    Learn more about  Linear equation  here  https://brainly.com/question/4074386  #SPJ1

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