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find all pairs of natural numbers which can be the solution to the equation a+b=42
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Answer:
a + b = 42
Using the concept of division into two groups,(Permutations and combinations)
Required number of solutions are: ⁴²⁺²⁻¹C₂₋₁ = ⁴³C₁
= 43
Hence,
42 such pairs can exist of (a,b) for which a+b = 42
Examples are: (0,42) , (42,0) , (1,41) , (41,1) .... etc.
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