QUESTION IMAGE
Question
- a softball team is ordering pizza to eat after their tournament. they plan to order cheese pizzas that cost $6 each and four topping pizzas that cost $10 each. they order c cheese pizzas and f four-topping pizzas. list the quantities below:
quantity
(the words that
describe what we
can count or
measure)
number value
(or a variable if
unknown)
units
To solve this, we identify the quantities related to the pizza order:
Step 1: Cost of cheese pizza
- Quantity: Cost of one cheese pizza
- Number Value: \( 6 \)
- Units: Dollars
Step 2: Cost of four - topping pizza
- Quantity: Cost of one four - topping pizza
- Number Value: \( 10 \)
- Units: Dollars
Step 3: Number of cheese pizzas
- Quantity: Number of cheese pizzas
- Number Value: \( c \)
- Units: Pizzas
Step 4: Number of four - topping pizzas
- Quantity: Number of four - topping pizzas
- Number Value: \( f \)
- Units: Pizzas
We can present this in a table:
| Quantity (the words that describe what we can count or measure) | Number Value (or a variable if unknown) | Units |
|---|---|---|
| Cost of one four - topping pizza | \( 10 \) | Dollars |
| Number of cheese pizzas | \( c \) | Pizzas |
| Number of four - topping pizzas | \( f \) | Pizzas |
If we consider the total cost (an additional quantity), the total cost \( C \) would be given by the formula \( C=6c + 10f\), with quantity "Total cost of pizzas", number value \( 6c + 10f\) and units "Dollars". But based on the table structure, the first four rows (as above) are the main quantities related to the order.
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To solve this, we identify the quantities related to the pizza order:
Step 1: Cost of cheese pizza
- Quantity: Cost of one cheese pizza
- Number Value: \( 6 \)
- Units: Dollars
Step 2: Cost of four - topping pizza
- Quantity: Cost of one four - topping pizza
- Number Value: \( 10 \)
- Units: Dollars
Step 3: Number of cheese pizzas
- Quantity: Number of cheese pizzas
- Number Value: \( c \)
- Units: Pizzas
Step 4: Number of four - topping pizzas
- Quantity: Number of four - topping pizzas
- Number Value: \( f \)
- Units: Pizzas
We can present this in a table:
| Quantity (the words that describe what we can count or measure) | Number Value (or a variable if unknown) | Units |
|---|---|---|
| Cost of one four - topping pizza | \( 10 \) | Dollars |
| Number of cheese pizzas | \( c \) | Pizzas |
| Number of four - topping pizzas | \( f \) | Pizzas |
If we consider the total cost (an additional quantity), the total cost \( C \) would be given by the formula \( C=6c + 10f\), with quantity "Total cost of pizzas", number value \( 6c + 10f\) and units "Dollars". But based on the table structure, the first four rows (as above) are the main quantities related to the order.