Step 1:
\Observe the table:
\Current Rate and Increased Rate,
\Initial Charge .
Hourly Rate .
(a)
\Find the expression showing the total cost to rent a bike at the current rate.
\Let represents be number of hours.
Total cost to rent a bike at the current rate is .
Total cost to rent a bike at the increased rate is .
(b)
\The cost to rent a bike for hours at the current rate and at the increased rate.
Substitute in the above equations.
Current and increased rate:
Increased rate:
(c)
\Find the percent increase in the total cost to rent a bike for hours.
Substitute in the above formula.
Increased percentage is .
(d)
\Find the number of hours he rented the bike.
\Jerome paid or a bike rental at the current rate.
The equation is .
solve the equation.
\Jerome rented the bike for hours.
Solution:
\(a)
\The expressions of the total cost to rent a bike at the current rate and increased rates are
\.
(b) At hours Current rate is
and Increased rate is
.
(c) Increased percentage is .
(d) Jerome rented the bike for hours.