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Area In Exercises 71 and 72, use a power series to approximate the area of the region with an error of less than 0.0001. Use

only #71 please provide steps. Thanks!

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20 1 pole va un cos (h) dh LE L0.0001 Co Sch) s 1-22 2 that 41 61 do Ž (1) 220 nso 2n)! to Vrcoschis { (-09 4(29+1) nso (20)!so we have ns3 1 That gives -0.000 so we have ns sy Areas y cun unt3 2 2 © hoo (2n)! unt3 5 3 (9)*: (1) 30 , 15/2 19/2 +(-sir answer gives 0.7040419 that rounded to 0.704042. If any mistake plz comment.

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