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The monomers, A and B with reactivity ratios rA and rB, form alternate copolymers when,

  • A.\(r_{A} = r_{B} = 0\)
  • B.\(r_{A} = r_{B} = 1\)
  • C.\(r_{A} \gt 1,\ r_{B} \gt 1\)
  • D.\(r_{A} \lt 1,\ r_{B} \lt 1\)

Answer: A

Alternating copolymers form when \(r_{A} = r_{B} = 0\).

The reactivity ratio \(r_{A} = k_{AA}/k_{AB}\) compares how fast a chain ending in A adds another A with how fast it adds B. If both ratios are zero, a chain end never adds its own monomer, so each A must be followed by a B and each B by an A: a perfectly alternating chain.

\(r_{A} = r_{B} = 1\) is the ideal case, where each chain end adds either monomer equally and the copolymer is random. If both ratios exceed 1 each end prefers its own monomer, giving long runs (block-like) or separate homopolymers. Both below 1 gives a tendency to alternate, but strict alternation needs the limit of zero.

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