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[" 15.The series "1+(2)/(6)+(2.5)/(6.12)...

[" 15.The series "1+(2)/(6)+(2.5)/(6.12)+(2.5.8)/(6.12.18)+..." is : "],[[" (a) Divergent "," (b) Convergent "],[" (c) Oscillates finitely "," (d) Oscillates infinitely "]]

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Find the sum 1+(2)/(6)+(2.5)/(6.12)+(2.5.8)/(6.12.18)+....oo

(5)/(6.12)+(5.8)/(6.12.18)+(5.8.11)/(6.12.18.24)+…....=

(4)/(1.3)-(6)/(2.4)+(12)/(5.7)-(14)/(6.8)+….=

(4)/(1.3)-(6)/(2.4)+(12)/(5.7)-(14)/(6.8)+….=

Show that (5)/(6.12) + (5.8)/(6.12.18) + (5.8.11)/(6.12.18.24) + ….. = (3root(3)(4) -4)/(6)

Show that (5)/(6.12) + (5.8)/(6.12.18) + (5.8.11)/(6.12.18.24) + ….. = (3root(3)(4) -4)/(6)

Simpilfy: 8(5)/(6)-3(3)/(8)+2(7)/(12)