Find the exact area of the り、 surface obtained by rotating the curve x3 ソミ 4 1 1

Solve all parts plz Find the exact area of the り、 surface obtained by rotating the curve x3 ソミ 4 1 1 < x < 2, 3x about the x-axis. b). Consider the series 23-n 3-n+1 ° i) Show that the given series is geometric series. ii) Determine whether the series is convergent or divergent. If it is convergent, find the sum. If it is divergent, explain why.

Find the exact area of the<br>り、<br>surface obtained by rotating the curve<br>x3<br>ソミ<br>4<br>1<br>1 < x < 2,<br>3x<br>about the x-axis.<br>b).<br>Consider the series<br>23-n<br>3-n+1 °<br>i) Show that the given series is geometric<br>series.<br>ii) Determine whether the series is<br>convergent or divergent. If it is convergent,<br>find the sum. If it is divergent, explain why.<br>

Extracted text: Find the exact area of the り、 surface obtained by rotating the curve x3 ソミ 4 1 1 < x="">< 2,="" 3x="" about="" the="" x-axis.="" b).="" consider="" the="" series="" 23-n="" 3-n+1="" °="" i)="" show="" that="" the="" given="" series="" is="" geometric="" series.="" ii)="" determine="" whether="" the="" series="" is="" convergent="" or="" divergent.="" if="" it="" is="" convergent,="" find="" the="" sum.="" if="" it="" is="" divergent,="" explain="">

Jun 05, 2022

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Find the exact area of the り、 surface obtained by rotating the curve x3 ソミ 4 1 1

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