A can of milk, weighing 480 N, has a bottom area of 0.12 m2. How much pressure does he put on the ground?
| February 16, 2021 | education
To find the pressure value of a given can of milk on the ground, we apply the formula: P = Ft / S = Pb / S.
The values of the variables: Рb – weight of the can (Рb = 480 N); S – bottom area (S = 0.12 m2).
Let’s perform the calculation: P = Pb / S = 480 / 0.12 = 4 * 10 ^ 3 Pa = 4 kPa.
Answer: A given can of milk exerts a pressure of 4 kPa on the ground.
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