Answer:
Mass of the pumpkin, m = 8.9 kg
Explanation:
It is given that,
Mass if pumpkin, m = 314 ounces
We need to find the mass of the pumpkin. We need to find the mass of the pumpkin in kilograms. The relation between ounce and kilograms is as follows :
1 ounce = 0.0283495 kg
We will now use the unitary method for finding the mass of the pumpkin.
314 ounce = 8.90 kilograms
So, the mass of the pumpkin is 8.9 kg. Hence, this is the required solution.
The mass of 314ounces of pumpkin in kilogram is 8.901743kg
Given the mass of pumpkin in ounces to be 314 ounces
Option C is correct. We are to express the mass of the pumpkin in kilogram:
Using the conversion factor:
1 ounce = 0.0283495kg
314 ounces = x
Divide both expressions:
[tex]\frac{1}{314} = \frac{0.0283495}{x}\\\\Cross \ multiply\\1 \times x = 314 \times 0.0283495\\x= 314 \times 0.0283495\\x=8.901743kg[/tex]
This shows that the mass of the pumpkin in kilogram is 8.901743kg
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