The proportional relationship between the gallons of gasoline used by Abigail, g, and the total number of miles she drives, m, can be represented by the equation m, equals, 35, point, 2, gm=35.2g. What is the rate of gas usage, in miles per gallon?
To find the rate of gas usage in miles per gallon, we need to solve the equation for g in terms of m. Rearranging the equation, we get:
35.2g = m
Dividing both sides by 35.2, we get:
g = m/35.2
Thus, the rate of gas usage is 1 gallon per 35.2 miles.
To find the rate of gas usage in miles per gallon, we need to determine how many miles Abigail can drive with one gallon of gasoline.
The given equation, m = 35.2g, represents the relationship between the number of miles driven (m) and the gallons of gasoline used (g).
To find the rate of gas usage, we need to isolate g in the equation. We can do this by dividing both sides of the equation by 35.2:
m/35.2 = g
Now, we can see that g represents the number of gallons of gasoline used for m miles driven.
To find the rate of gas usage, we need to determine how many miles Abigail can drive with one gallon of gasoline. This can be found by taking the reciprocal of g:
1/g = 35.2/m
Therefore, the rate of gas usage is represented by 35.2/m miles per gallon.
To find the rate of gas usage in miles per gallon, we need to rearrange the equation.
The equation given is m = 35.2g.
The equation represents the total number of miles driven (m) in terms of the gallons of gasoline used (g).
To find the rate of gas usage in miles per gallon, we need to isolate g.
Dividing both sides of the equation by 35.2, we get:
m/35.2 = g
So, the rate of gas usage is m/35.2 miles per gallon.