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i) The area of the surface obtained by the rotating the curve y=V 16-x², –1s×s1 about the x-axis is ii) If the sequence {a„} is defined as follows: 14a,=1, a,+1= 15-a, for n > 1 then as = 7n+e-1n iii) lim

i) The area of the surface obtained by the rotating the curve y=V 16-x², –1s×s1 about the x-axis is ii) If the sequence {a„} is defined as follows: 14a,=1, a,+1= 15-a, for n > 1 then as = 7n+e-1n iii) lim

College Algebra
College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter9: Sequences, Probability And Counting Theory
Section9.4: Series And Their Notations
Problem 10TI: Determine whether the sum of the infinite series is defined. 24+(12)+6+(3)+
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i) The area of the surface obtained by the rotating the curve y=V 16-x², –1s× s1 about the x-axis is ii) If the sequence {a„} is defined as follows: 14 a, = 1, a,+1 = 15-a, for n >1 then as= 7 n+e-1n iii) lim
Transcribed Image Text:i) The area of the surface obtained by the rotating the curve y=V 16-x², –1s× s1 about the x-axis is ii) If the sequence {a„} is defined as follows: 14 a, = 1, a,+1 = 15-a, for n >1 then as= 7 n+e-1n iii) lim
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