Question

3,3(5) 7,8(1) 9,6(15) 10,7(36) 9,13(72) 10,25(18) 11,24(36)

Answer 1

3,3(5) = $\frac{151}{45} = 3\frac{16}{45}$

7,8(1) = $\frac{703}{90} = 7\frac{73}{90}$

9,6(15)  = $\frac{9519}{990} = 9\frac{609}{990}$

10,7(36)  = $\frac{10629}{990} = 10\frac{729}{990}$

9,13(72)  = $\frac{90459}{9990} = 9\frac{1359}{9990}$

10,25(18)  = $\frac{101493}{9990} = 10\frac{2493}{9990}$

11,14(36) = $\frac{55161}{4950} = 11\frac{711}{4950}$

Answer 2

It seems that you've provided a series of numbers in a specific format. However, without any further context or explanation, it is difficult for me to determine the exact meaning or pattern behind these numbers. Could you please provide more information or clarify what you would like to know about this series?