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सोपान्त्यद्वयमन्त्यम्

Why it works: Sopāntyadvayamantyam

For equations of the form 1/(a×b)+1/(b×c)1/(a\times b) + 1/(b\times c) + ... + 1/(x×y)1/(x\times y) = result, the Vedic pattern recognizes the telescoping nature and the role of the last pair.

Example Problems

1/(12)+1/(23)+1/(34)1/(1·2) + 1/(2·3) + 1/(3·4)=1/4= 1/4