find the sum of the series 1+ 1/3 +1.3/3.6+ 1.3.5/3.6.9+.......infinity

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1 + 1/3 + 1.3/3.6 + 1.3.5/3.6.9 + .... @EAG 1 + 1/3 + 1.3/3.6 + 1.3.5/3.6.9 + .... @EAG
1/3+1.3/3.6+1.3.5/3.6.9….∞ Binomial series | Madras university | mathematics 1 1/3+1.3/3.6+1.3.5/3.6.9….∞ Binomial series | Madras university | mathematics 1
If `z = 1/3 + (1.3)/(3.6) + (1.3.5)/(3.6.9) + .... `then If `z = 1/3 + (1.3)/(3.6) + (1.3.5)/(3.6.9) + .... `then
BT: Negative & fractional indices: SE1 Simplify the infinite series 1+1/3+1.3/3.6+1.3.5/3.6.9+..... BT: Negative & fractional indices: SE1 Simplify the infinite series 1+1/3+1.3/3.6+1.3.5/3.6.9+.....
1+1/3+1.3/3.6+1.3.5/3.6.9….∞ Binomial series | Madras university | mathematics 1 1+1/3+1.3/3.6+1.3.5/3.6.9….∞ Binomial series | Madras university | mathematics 1
If x = 1.3/3.6 + 1.3.5/3.6.9 + 1.3.5.7/3.6.9.12 + ..... then show that 9x² + 24x = 11 @EAG If x = 1.3/3.6 + 1.3.5/3.6.9 + 1.3.5.7/3.6.9.12 + ..... then show that 9x² + 24x = 11 @EAG
1) Prove that 9x²+24x=11. If x=1.3/3.6+1.3.5/3.6.9+1.3.5.7/3.6.9.12+.... || LAQ 1 1) Prove that 9x²+24x=11. If x=1.3/3.6+1.3.5/3.6.9+1.3.5.7/3.6.9.12+.... || LAQ 1
सिद्ध कीजिएकि :1+(1)/(3)+(1.3)/(3.6)+(1.3.5)/(3.6.9)+(1.3.5.7)/(3.6.9.12)+.....=sqrt(3). | 12 | ... सिद्ध कीजिएकि :1+(1)/(3)+(1.3)/(3.6)+(1.3.5)/(3.6.9)+(1.3.5.7)/(3.6.9.12)+.....=sqrt(3). | 12 | ...