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## Henry Bushby Transcription pages

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169

✓ n is 1 + MN

[following 12 lines have { to left] ✓[pencil text retraced in pen] n-1 is a multiple of N.

✓ N is a measure of (n-1)

✓[pencil text retraced in pen] n-1 is a measure of y

✓ y [horizontal line for "is a"?] multiple of (n-1)

✓[pencil text retraced in pen] x is a measure of y

✓ y [horizontal line for "is a"] multiple of x

✓ y [horizontal line for "is a"] multiple of N.

✓ N [horizontal line for "is a"] measure of y

✓ y = x(n-1)

✓ x = y[over]n-1

✓ z is G.C.M of x & n

[insert]^

*n=y+*

xn = y+x

xn-x = y

^{x}/_{x}xn = y+x

xn-x = y

✓ x is any no from 1 to infinity, but

only certain values obtain in each S a-

cording to values of n.

Can x be divisible by a factor of

y which is not a factor of N?

y = x×(n-1)

GCM of x & n = z.

Let z = 1. Then x & n are primes to one another

*Can

^{y}/

_{n-1}=

^{y}/

_{MN}where M is not a factor

of N.?

_{5}

^{1b}/

_{4c}

_{7}[line]

Diagonal across page bottom left to top right with underline and overline]

p 168 I