What is the greatest common factor of M divided by N equal to 0.1M and N?

M divided by n equals 0.1M and the greatest common factor of n is m
n=10m

Log3m = - 1 / log23, then M=

log3m=-1/log23
log(3,m)*log(2,3)=-1
Bottom changing formula
lgm*lg3/(lg3*lg2)=-1
log(2,m)=-1
m=1/2

If the value of X-2 divided by x ^ 2-3x + 3 is 0, then x = 2 is right

In this case, ^ 2 = 3x-2 / (X-2) = 3x-2
Because when x = 2, the denominator x ^ 2-3x + 3 = 1 ≠ 0;
Therefore, when the denominator of the fractional equation is removed, there is no incrementing root

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