Question: Based on Flory-Schulz distribution for step polymerization, where r=1, if the extent of reaction (or the average probability of reaction) is p as defined in

Based on Flory-Schulz distribution for step polymerization, where r=1, if the extent of reaction (or the average probability of reaction) is p as defined in the teaching note, please prove that

M_w = (M_o(1+p))/(1-p)

Based on Flory-Schulz distribution for step polymerization, where r=1, if the extent

Mw=wxMxwx=x(1p)2p(x1)Mw=M0(1p)(1+p)

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