v = fūd² which can be integrated to give Q = 2лR²V₂ Q = AV = ūdA = V₁ (-) r=R n² (n+1)(2n + 1) 1/n (2лr) dr
v = fūd² which can be integrated to give Q = 2лR²V₂ Q = AV = ūdA = V₁ (-) r=R n² (n+1)(2n + 1) 1/n (2лr) dr
Chapter2: Functions And Their Graphs
Section2.3: Analyzing Graphs Of Functions
Problem 6ECP
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