Answer:
The flora car is [tex]\frac{79}{100}[/tex] meters (79 centimeters) longer than the car of trevor
Step-by-step explanation:
We can represent this situation through a system of linear equations.
Let's call F the length of Flora's car
Let's call S the length of Sally's car.
Let's call T the length of the trevor car.
Then we know that:
[tex]F = S + \frac{59}{100}[/tex] -------- (i)
[tex]S = T + \frac{2}{10}[/tex] -------------(ii)
We must find the relation between variable F and variable S.
Then substitute (ii) in (i)
[tex]F = T + \frac{2}{10}+ \frac{59}{100}\ \ \ //\frac{2}{10}=\frac{20}{100}\\\\F = T + \frac{20}{100} + \frac{59}{100}\\\\F = \frac{79}{100} + T\\\\F = 0.79 + T[/tex]
The flora car is [tex]\frac{79}{100}[/tex] meters (79 centimeters) longer than the car of trevor