Kelsey is planning a party. She has $250 to spend on pizza, ice cream, and 2-liter soda bottles. If she
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wants to buy pizza for $10 per pizza, ice cream for $5 per container, and 2-liter soda bottles for $2 each, we can calculate how much of each item she can buy.
Let's denote the number of pizzas as 'p', the number of ice cream containers as 'i', and the number of 2-liter soda bottles as 's'.
The cost of pizzas can be represented as 10p.
The cost of ice cream containers can be represented as 5i.
The cost of 2-liter soda bottles can be represented as 2s.
According to the given information, Kelsey has $250 to spend. Therefore, we can write the equation:
10p + 5i + 2s = 250
Now, let's consider the constraints:
- Kelsey needs to buy at least 1 pizza, so p ≥ 1.
- She needs to buy at least 1 ice cream container, so i ≥ 1.
- She needs to buy at least 1 2-liter soda bottle, so s ≥ 1.
Now, we can solve this problem step-by-step using specific values or keeping it general. Which approach would you like to take?
wants to split the budget equally among these three items, how much can she spend on each?
To find out how much Kelsey can spend on each item, we need to divide the total budget of $250 by the number of items. In this case, there are three items (pizza, ice cream, and 2-liter soda bottles).
So, to calculate how much Kelsey can spend on each item, we divide $250 by 3:
$250 ÷ 3 = $83.33 (rounded to the nearest cent)
Therefore, Kelsey can spend around $83.33 on each item if she wants to split the budget equally.