Kee had to buy 2 tires and patch the tires on his bicycle 3 times this year. How much did he spend repairing his bicycle if these were all the repairs he needed? Use the variablees x and y to write an expression for the cost of kee's repairs. then find the total cost of repairs.A patch cost $0.59 and a tire costs $8
I think the expression is 2x + 3y
and it would equal 27.54 if x = 0.59, y = 8
To find the total cost of repairs, we can use the given information that Kee bought 2 tires and patched the tires 3 times this year.
Let's break down the problem step by step:
Step 1: Determine the cost of the tire repairs.
- The cost of one tire is $8.
- Kee bought 2 tires, so the cost of tire repairs is 2 * $8 = $16.
Step 2: Determine the cost of the patch repairs.
- A patch costs $0.59.
- Kee patched the tires 3 times, so the cost of patch repairs is 3 * $0.59 = $1.77.
Step 3: Write an expression for the total cost of repairs using variables x and y.
- Let x represent the cost of tire repairs ($16).
- Let y represent the cost of patch repairs ($1.77).
- The total cost of repairs can be expressed as x + y.
Step 4: Calculate the total cost of repairs.
- Substitute the values of x and y into the expression.
- Total cost of repairs = $16 + $1.77 = $17.77.
Therefore, Kee spent a total of $17.77 on repairing his bicycle this year.