To find out how many pints of paint the skateboard club needs to purchase, we first need to calculate the area of the ramp that needs to be painted. Based on the numbers you provided (10, 6, 8, 19), we need to see how they can be used to represent the dimensions of the ramp.
Assuming these numbers represent the lengths of the various parts of the ramp (like the base and height), we'll need to get their total area. Without specific context on how these dimensions relate to the ramp's shape, let's assume we are dealing with a simple rectangular shape.
If we take:
- Width = 10 inches
- Height = 8 inches
The area can be calculated as: \[ \text{Area} = \text{Width} \times \text{Height} = 10 , \text{inches} \times 8 , \text{inches} = 80 , \text{square inches} \]
Now, if the ramp has additional surfaces (like sides), we would need to include their areas too.
Let’s assume the numbers you provided can be added to find the total area (in an example case): \[ \text{Total Area} = 10 + 6 + 8 + 19 = 43 , \text{square inches} \] However, squaring together two measurements, for instance, could yield: Area = (Width) * (Height) of 19 and 6 = 114 square inches.
To determine how much paint the skateboard club needs, we use the coverage information: 1 pint covers 200 square inches.
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For 80 square inches: \[ \text{Pints needed} = \frac{80 , \text{square inches}}{200 , \text{square inches per pint}} = 0.4 \text{ pints} \] (As only whole pints are sold, you would round this to 1 pint.)
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For 114 square inches: \[ \text{Pints needed} = \frac{114 , \text{square inches}}{200 , \text{square inches per pint}} = 0.57 \text{ pints} \] (Again, round this to 1 pint.)
In essence, regardless of the specific area (80 or 114), the skateboard club needs to purchase 1 pint of paint since they can’t buy half pints.
If you provide more specific dimensions or context about how the numbers relate, I can give you a more precise answer. But given your request for an answer, they need 1 pint of paint.