MA104_F19.suxx3860.Homework_06_F19.pdf - Junyu Su...

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Junyu SuMA104F19Assignment Homework06F19 due 11/04/2019 at 11:59pm ESTFind the area of one leaf of the ”four-petaled rose”r=9sin2θshown in the following figure:Find the length of the polar curver=eθfor 0θ310π.Area =Hint: In general, sin2(x) =12(1-cos(2x))(1 point) For each of the following sequences, state a for-mula for the general termanwheren1.[E.g.For the sequence{1,4,9,16,25,36,...}, you would en-tern2.]1.)12,14,18,116,...
Find the area between the two curves in the following figurewhena=4 :)316,425,536,649,...Area =Answer(s) submitted:143pi/2(correct)Find the length of the polar curver=eθfor 0θ310π.
4.(1 point) Find the length of the polar curver=θ2fromθ=0 toθ=5.
5.(1 point) For each of the following sequences, state a for-mula for the general termanwheren1.[E.g.For the sequence{1,4,9,16,25,36,...}, you would en-tern2.]1.)12,14,18,116,...2.)316,425,536,649,...

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