i.e ; Sc of the product = Product of the Sc
This sutra is useful in verifying the correctness of the obtained answers in multiplication , division and factorization .Example 1:
(x + 5 ) (x + 6) = x2 + 11x +30
Clearly observing the above form , we see that
Sc of the product = Product of the Sc
(1+5) (1+6) = 1 +11 +30
6 x 7 = 1+ 41
42 = 42 Hence Verified
This rule holds true for all the cases of cubics , biquadratics, etc
Example 2 :
(x+1) (x+2) (x+5) = x 3+ 8x2+ 17 x+10
(1+1) (1+2) (1+5) = 1+ 8+ 17 +10
2 x 3 x 6 = 9 + 27
36 = 36 Hence Verified
Thus if and when some factors are known this rule helps us to fill in the gaps .This is simple but very absolute and effective process .
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