You rent x pairs of shoes for $2 each. You buy the same number of drinks for $1.50 each. You also pay $9 for a bowling lane. Write an expression in simplest form.
2x + 1.5x + 9
my thing is
It costs $2.50 to rent bowling shoes. Each game costs $2.25. You have $9.25. Write and solve an equation to find how many games x you can bowl.
Let's start by defining the number of pairs of shoes as x.
The cost of renting x pairs of shoes is given as $2 per pair, so the total cost is 2x.
The cost of buying drinks is also given as $1.50 each, and since we are buying the same number of drinks as pairs of shoes, the total cost of drinks is 1.50x.
Finally, we have to pay $9 for a bowling lane.
To write the expression in simplest form, we add up the costs:
Total cost = Cost of shoes + Cost of drinks + Cost of bowling lane
Total cost = 2x + 1.50x + 9
Now, we can simplify this expression:
Total cost = 3.50x + 9
To find the expression in simplest form, we can start by breaking down the different expenses.
The cost of renting x pairs of shoes for $2 each would be 2x.
The cost of buying the same number of drinks for $1.50 each would be 1.50x.
The cost of the bowling lane is a fixed expense of $9.
To calculate the total amount spent, we can add these expenses together:
Total spent = 2x + 1.50x + 9
To simplify this expression, we can combine like terms:
Total spent = (2 + 1.50)x + 9
Total spent = 3.50x + 9
So, the expression in simplest form is 3.50x + 9.