Final answer:
The ratio of successive terms is 6/1.
Step-by-step explanation:
The ratio of successive terms can be found by dividing the numerator of the second term by the numerator of the first term, and dividing the denominator of the second term by the denominator of the first term. For example, if we have the ratio 0.02099... to 0.12..., we divide 0.12 by 0.02099 to get the ratio of successive terms as a fully simplified fraction.
So, the ratio would be 0.12/0.02099 = 6/1.
Therefore, the ratio of successive terms is 6/1.