To calculate how much Isabella's parents spent at the mini-golf park, we'll first need to find out the cost of the adult games, child games, and arcade tokens based on the prices provided in the table (not shown here).
However, I can assume some common prices based on typical mini-golf costs:
- Adult game: $10
- Child game: $8
- Arcade token: $1
Using these values, let's calculate the total cost before the coupon:
-
Cost of adult games:
- 2 adult games x $10 = $20
-
Cost of child games:
- 3 child games x $8 = $24
-
Cost of arcade tokens:
- 20 tokens x $1 = $20
Now, add these amounts together to find the total cost:
\[ \text{Total cost} = \text{Cost of adult games} + \text{Cost of child games} + \text{Cost of arcade tokens} \] \[ \text{Total cost} = 20 + 24 + 20 = 64 \]
Now, we'll apply the coupon:
\[ \text{Total after coupon} = \text{Total cost} - \text{Coupon amount} \] \[ \text{Total after coupon} = 64 - 110 \]
Since the coupon ($110) exceeds the total calculated cost ($64), it may suggest that the coupon covers more than what was spent, resulting in a total amount of:
\[ \text{Total spent} = 0 \]
However, that doesn’t pertain to any options provided.
If the values were not assumed correctly, could you verify the prices of the adult games, child games, and tokens for accurate calculations? Once I have accurate information, I can give you the total.
Given the options provided, it seems the price calculated exceeds the unadjusted coupon value, making precise options difficult without specific data.
It's important to confirm the actual prices for an accurate answer.
1 answer