a)\(\frac{34\cdot34}{33\cdot35}=\frac{34\cdot34}{\left(34-1\right)\left(34+1\right)}=\frac{34\cdot34}{34\cdot34-1}>1\)
b) \(\frac{1999\cdot1999}{1995\cdot1995}=\frac{1999}{1995}\times\frac{1999}{1995}< 1\times1=1\)
c) \(\frac{198519851985\cdot198719871987}{198619861986\cdot198619861986}=\frac{1985\cdot1001001001\times1987\cdot1001001001}{1986\cdot1001001001\times1986\cdot1001001001}\)
\(=\frac{1985\cdot1987}{1986\cdot1986}=\frac{1986\cdot1986-1}{1986\cdot1986}< 1\)
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