![]() Therefore, approximately at the 28.65 mm mark, 100ml of rainwater would be in the cone-shaped rain gauge. To find the water level in millimeters, we can convert the height from meters to millimeters:Ġ.02865 meters * 1000 = 28.65 millimeters ![]() Now, let’s find the height (h) at which the volume of the cone would be equal to 100ml (0.1 liters) or 0.0001 cubic meters: Given that the round top catchment has a diameter of 13.3cm, the radius (r) would be half of that: Where V is the volume, π is the mathematical constant pi (approximately 3.14159), r is the radius of the rain gauge catchment (half the diameter), and h is the height or water level. The formula to calculate the volume of a cone is given by: To determine at which millimeter mark 100ml of rainwater would be in a cone-shaped rain gauge with a round top catchment of 13.3cm and a length of 34cm, we need to calculate the volume of the cone at various water levels. Hi, if a rainmeter has a round top catchment of 13.3cm and is cone shaped with a lenght 34cm at which mm mark will 100ml of rainwater be I should have asked chat gpt - at least facts do not seem to confound it - the right question must be asked though…
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