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let-Z-N-0-f-Z-Z-Z-f-m-n-m-n-m-n-1-2-m-prove-that-f-is-a-one-to-one-function-and-also-an-onto-function-




Question Number 67055 by Tony Lin last updated on 22/Aug/19
let Z_+ =N∪{0}, f: Z_+ ×Z_+ →Z_+   f(m, n)=(((m+n)(m+n+1))/2)+m  prove that f is a one-to-one function  and also an onto function
letZ+=N{0},f:Z+×Z+Z+f(m,n)=(m+n)(m+n+1)2+mprovethatfisaonetoonefunctionandalsoanontofunction

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