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Find the areas of the surfaces generated by revolving the curves in Exercises $31-34$ about the indicated axes. $$ x=(2 / 3) t^{3 / 2}, \quad y=2 \sqrt{t}, \quad ...

Question

Find the areas of the surfaces generated by revolving the curves in Exercises $31-34$ about the indicated axes. $$ x=(2 / 3) t^{3 / 2}, \quad y=2 \sqrt{t}, \quad 0 \leq t \leq \sqrt{3} ; \quad y $$

Find the areas of the surfaces generated by revolving the curves in Exercises $31-34$ about the indicated axes. $$ x=(2 / 3) t^{3 / 2}, \quad y=2 \sqrt{t}, \quad 0 \leq t \leq \sqrt{3} ; \quad y $$



Answers

Find the areas of the surfaces generated by revolving the curves in Exercises $31-34$ about the indicated axes.
$$
x=(2 / 3) t^{3 / 2}, \quad y=2 \sqrt{t}, \quad 0 \leq t \leq \sqrt{3} ; \quad y
$$


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