A smallest number exists that can be expressed as sum of cubes of two different sets of numbers of which

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A smallest number exists that can be expressed as sum of cubes of two different sets of numbers of which one set is 10,9. The other set is.
option
a. 1,12
b. 4,11
c. 2,12
d. 4,13

Plz answer with explanation.: Asked In Gate Akshay (10 years ago); Unsolved Read Solution (1); Is this Puzzle helpful? (11) (5) Submit Your Solution

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There r few things whch we knw whch r nt capable of mathmatical reasoning nd when these can nt it is a sign dt our knowledge of them is very smal nd confusd nd where a mathmaticl reasing can be had . It is as dark a foly to make use a candle stick as to g

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Latest Gate Aptitude Question SOLUTION: A smallest number exists that can be expressed as sum of cubes of two different sets of numbers of which one set is 10,9. The other set is. option a. 1,12 b. 4,11 c. 2,12 d. 4,1

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(#M40024263) GATE question Keep an EYE