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A siphon has a uniform circular base of diameter $\\dfrac{8}{\\sqrt{\\pi }}$ with its crest at 1.8m above water level as in figure. Then, A) velocity of flow is $6\\sqrt{2}$B) discharge rate of
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A siphon has a uniform circular base of diameters 8/ √(pi) cm with its crest A , 1.8 m above the water level vessel B is of large cross section (g =
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![A siphon has a uniform circular base of diameter 8/√(pi) with its crest at 1.8m above water level as in figure. Then, [Use P0 = 10^5N/m^2 g = 10 m/s^2 ]](https://dwes9vv9u0550.cloudfront.net/images/4896000/f9289fcb-10c7-4733-8ea5-dd2f47b9180b.jpg "A siphon has a uniform circular base of diameter 8/√(pi) with its crest at 1.8m above water level as in figure. Then, [Use P0 = 10^5N/m^2 g = 10 m/s^2 ]")
A siphon has a uniform circular base of diameter 8/√(pi) with its crest at 1.8m above water level as in figure. Then, [Use P0 = 10^5N/m^2 g = 10 m/s^2 ]
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