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H.W3: The conical tank (1.5m) top diameter is initially filled with water and inside flow is (2 L/sec). There is a (1cm) diameter hole in the bottom. If the water level is (1.8m) and the hole is suddenly opened. Estimate the water level at time (30 min) and, when will the tank be empty?

H.W3: The conical tank (1.5m) top diameter is initially filled with water and inside flow is (2 L/sec). There is a (1cm) diameter hole in the bottom. If the water level is (1.8m) and the hole is suddenly opened. Estimate the water level at time (30 min) and, when will the tank be empty?

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H.W3: The conical tank (1.5m) top diameter is initially filled with water and inside flow is (2 L/sec). There is a (1cm) diameter hole in the bottom. If the water level is (1.8m) and the hole is suddenly opened. Estimate the water level at time (30 min) and, when will the tank be empty?
Transcribed Image Text:H.W3: The conical tank (1.5m) top diameter is initially filled with water and inside flow is (2 L/sec). There is a (1cm) diameter hole in the bottom. If the water level is (1.8m) and the hole is suddenly opened. Estimate the water level at time (30 min) and, when will the tank be empty?
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