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(1)/(2.4)+(1.3)/(2.4.6)+(1.3.5)/(2.4.6.8...

(1)/(2.4)+(1.3)/(2.4.6)+(1.3.5)/(2.4.6.8)+(1.3.5.7)/(2.4.6.8.10)+.............,oo" is equal to "

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(1)/(2.4)+(1.3)/(2.4.6)+(1.3.5.7)/(2.4.6.8*10)+.........oo is equal to

1/(2.4) +(1.3)/(2.4.6)+(1.3.5)/(2.4.6.8)+.............oo is equal to

(1)/(2.3)+(1)/(4.5)+(1)/(6.7)+……oo=

(7)/(8)-:(7(1)/(2)-5(1)/(6)-:2(3)/(4))+4(1)/(2)

The sum of the series: (1)/(1*2*3*4)+(1)/(3*4*5*6)+(1)/(5*6*7*8)+...+oo

I : (2)/(1!)+(4)/(3!)+(6)/(5!)+....=e-1 II : (3)/(2!)+(5)/(4!)+(7)/(6!)+(9)/(8!)+....=e-1