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Let p and 2p + 1 be prime numbers and z is an integer. Are...

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Algebra

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Let p and 2p + 1 be prime numbers and z is an integer. Are these nonlinearDiophantine equation have an integer solution? In what form?a. p +(2p + 1) = zb. p +(2p + 1) = zc. p + (2p+1) = zd. p +(2p + 1) = ze. p + (2p + 1) = zf. p +(2p+1) = z

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Let p and 2p + 1 be prime numbers and z is an integer. Are these nonlinearDiophantine equation have an integer solution? In what form?a. p +(2p + 1) = zb. p +(2p + 1) = zc. p + (2p+1) = zd. p +(2p + 1) = ze. p + (2p + 1) = zf. p +(2p+1) = z

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