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Question Number 143072 by Feruzbek last updated on 09/Jun/21
Answered by mr W last updated on 09/Jun/21
sayx=n+f10000n=(n+f)2⩾n2n2−10000n⩽0⇒0⩽n⩽10000...(i)10000n=(n+f)2<(n+1)2n2−9998n+1>0⇒n<1orn>9997...(ii)⇒n=0or9998or9999or10000⇒x=100ni.e.x=0or=1009998or=1009999=3001111or=10000
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