`2345/2341 = 1+4/2341`
`1967/1964 = 1 + 3/1964`
Vì `3/1964 < 4/2341`
`=> 2345/2341 > 1967/1964`
\(\dfrac{2345}{2341}và\dfrac{1967}{1964}\)
\(\dfrac{2345}{2341}=\dfrac{2345x1964}{2341x1964}=\dfrac{4605580}{4597724}\)
\(\dfrac{1967}{1964}=\dfrac{1967x2341}{1964x2341}=\dfrac{4604747}{4597724}\)
\(\dfrac{2345}{2341}>\dfrac{1967}{1964}\)