Prove: Let f € Zapk [x] and let k € Z+ and m € Z+ such that m < k. Suppose f'(x) ‡ 0 in Zp. Then, f(r) = 0 in Zp [i] ⇒ (

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Prove: Let f € Zapk [x] and let k € Z+ and m € Z+ such that m < k. Suppose f'(x) ‡ 0 in Zp. Then, f(r) = 0 in Zp [i] ⇒ (

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Prove Let F Zapk X And Let K Z And M Z Such That M K Suppose F X 0 In Zp Then F R 0 In Zp I 1
Prove Let F Zapk X And Let K Z And M Z Such That M K Suppose F X 0 In Zp Then F R 0 In Zp I 1 (24.4 KiB) Viewed 31 times
Prove: Let f € Zapk [x] and let k € Z+ and m € Z+ such that m < k. Suppose f'(x) ‡ 0 in Zp. Then, f(r) = 0 in Zp ⇒ (³s € Zpk+m) such that f(s) = 0 in Zpk+m and s = r mod pk+m
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