C = ( 1 – 1/1234 ) . (1 – 1/1234 ) . (1 – 1/1234) … (1 – 2021/1234)

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C = ( 1 – 1/1234 ) . (1 – 1/1234 ) . (1 – 1/1234) … (1 – 2021/1234)

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  1. `C = (1 -` $\dfrac{1}{1234}$) `. (1 -` $\dfrac{1}{1234}$ `) . (1 -` $\dfrac{1}{1234}$ `) … (1 -` $\dfrac{2021}{1234}$)

    `= (1 -` $\dfrac{1}{1234}$) `. (1+1+1+….+1).(1 -` $\dfrac{2021}{1234}$)

    `= (1+1+1+….+1) -` $\dfrac{1}{1234}$) `. (1+1+1+….+1).(1 -` $\dfrac{2021}{1234}$)

    `=` $\dfrac{-1}{1234}$. $\dfrac{-787}{1234}$)

    `=` $\dfrac{786}{1234²}$

     

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