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## Henry Bushby Transcription pages

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163~~N~~_{(N+1}

? N_{x} ^{y/N B}/_{1 + N yC} = (y/N - 1)_{y/N} ^{1 + NB}/_{(y/N - 1)(1 + N)C}

II_{5} ^{1b}/_{4c}=~~ II~~ will not go into_{5} --

that form.

Try putting MN with M as 2 - a measure

of N & y for N after 1st time. Then

II_{5} ^{4/2 x 2 B}/_{4c} = (4/2 x 2 - 1)_{4/2x2} ^{(1 + 2 x 2)B}/_{(4/2 x 2 - 1)(1 + 2 x2)C}

= O_{1} ^{5B}/_{(O x 5)C}

= O_{1} ^{5B}/_{O C} which is correct.

May we therefore accept the formula

with substitution of MN for N after

the group no has been defined? M being

a factor of N?-- of y ? -- of both>

y is always a multiple of N. Therefore

factors of y are factors of N.