A binomial expansion is simplified as \((y - x)^{18}\). How many terms are to be listed down after the expansion?
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In this case, the binomial is (Y ~ x J18), which means it has a power of 18. The power of a binomial is determined by the exponent of the second term. The binomial expansion formula is given by: (x + y)^n = C(n,0) * x^n * y^0 + C(n,1) * x^(n-1) * y^1 + C(n,2) * Show more…
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