If sum of three numbers is constant then the product is a maximum when the number is?
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Given; the sum of three numbers is constant
To Find; If the sum of three numbers is constant then the product is a maximum when the number is
Solution; It is given that if the sum of three numbers is constant then the product is a maximum when the number
Let us considers some pairs having a constant sum of 6 then the pairs can be (1,2,3)(1,1,4),(2,2,2)
on multiplying the above pairs we will come to know that the product is maximum if the numbers are equal
Hence the product is maximum when numbers are equal
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