The shape of a container is obtained by rotating the curve y = 2x² over the interval 0
Posted: Sat Jul 09, 2022 2:21 pm
The shape of a container is obtained by rotating the curve y = 2x² over the interval 0<x<2 about the y- axis. If the tank is full of water, the work required for pumping all water to the top of the tank can be expressed as an integral W = f f (y)dy. Use trapezoidal rule on four subintervals of equal length to estimate the work. (Assume that water density is p kg/m³, and gravity acceleration g m/s².) (a) 20лpg (b) 30πρg (c) 40πρg (d) 50лpg (e) 60πρg
Posted: Sat Jul 09, 2022 2:21 pm
The shape of a container is obtained by rotating the curve y = 2x² over the interval 0<x<2 about the y- axis. If the tank is full of water, the work required for pumping all water to the top of the tank can be expressed as an integral W = f f (y)dy. Use trapezoidal rule on four subintervals of equal length to estimate the work. (Assume that water density is p kg/m³, and gravity acceleration g m/s².) (a) 20лpg (b) 30πρg (c) 40πρg (d) 50лpg (e) 60πρg