The magnitude of an earthquake, M is measured by where I is the intensity of the earthquake and S is aconstant. In 2011, the Great East Japan earthquake had a magnitude 9.0. (i) The Sichuan earthquake in 2008 had an intensity that was 0.1 times that of the Great East Japan earthquake. What was the magnitude of the Sichuan earthquake? (ii) The 2004 Indian Ocean eathquake had a magnitude 9.2. How many times as intense was the Indian Ocean earthquake as compared to the Sichuan earthquake?  Express your answer in terms of , where n is a real number to be determined.

The question seems to be incomplete as it does not provide the formula for calculating the magnitude of an earthquake. However, assuming the formula is M = log(I) + S, where M is the magnitude, I is the intensity, and S is a constant, we can proceed as follows:

(i) If the intensity of the Sichuan earthquake was 0.1 times that of the Great East Japan earthquake, we can denote the intensity of the Great East Japan earthquake as I1 and that of the Sichuan earthquake as I2. Given that I2 = 0.1 * I1, and using the formula M = log(I) + S, we can find the magnitude of the Sichuan earthquake. However, without the value of S, we cannot calculate the exact magnitude.

(ii) Similarly, to find how many times as intense the Indian Ocean earthquake was compared to the Sichuan earthquake, we would need to know the intensities of both earthquakes. Using the formula M = log(I) + S, we can set up an equation to solve for the intensity. However, without the value of S, we cannot calculate the exact intensity.

Please provide the missing information so that we can complete the calculations.