Mathematics, 07.04.2021 16:40, joeydjky

let r be the region enclosed by the graph of y=x^2, the y axis and the line y=4 in the first quadrant. the volume of the solid obtained by revolving region R about the y axis is 8pi. find a such that the like y=a divides the region R into two regions such that when the regions are revolved about the y axis, the resulting solids have equal volume

let r be the region enclosed by the graph of y=x^2, the y axis and the line y=4 in the first quadra

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let r be the region enclosed by the graph of y=x^2, the y axis and the line y=4 in the first quadran...