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m-n-N-m-2-and-n-2-p-gt-0-and-q-gt-0-p-q-1-Prove-that-1-q-n-m-1-p-m-n-1-

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Question Number 209309 by hardmath last updated on 06/Jul/24
m , n ∈ N m ≥ 2 and n ≥ 2 p > 0 and q > 0 p + q = 1 Prove that: (1−q^n )^m + (1−p^m )^n ≥ 1
m,n∈Nm⩾2andn⩾2p>0andq>0p+q=1Provethat:(1−qn)m+(1−pm)n⩾1

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