Amanda rented a bike from Shawna's Bikes. They charged her $2 per hour, plus a $10 fee. Amanda paid less than $27. Write the inequality.
Let's represent the number of hours that Amanda rented the bike as "h".
The cost of renting the bike for "h" hours is given by the expression 2h + 10.
Amanda paid less than $27, so we can write the inequality:
2h + 10 < 27
To write the inequality, let's break down the information given:
- Amanda is charged $2 per hour for renting the bike.
- There is also a $10 fee.
- Amanda paid less than $27.
Let's denote the number of hours she rented the bike as "h."
The total cost is given by the equation: 2h + 10.
Since Amanda paid less than $27, we can write the inequality as:
2h + 10 < 27.
Therefore, the inequality is 2h + 10 < 27.
Let's assume that Amanda rented the bike for "h" hours.
The cost of renting the bike for "h" hours can be computed using the formula: cost = 2h + 10.
Since Amanda paid less than $27, we can write the inequality as: 2h + 10 < 27.