(1 point) One fine day in Rochester the low temperature occurs at 5 a.m. and the high temperature at 5 p.m. The temperature varies sinusoidally all day. The temperature t hours after midnight is T(t) = A + B sin T(t - C) 12 where A, B, and C are certain constants. The low temperature is 32 and the high temperature is 62. Find the average temperature during the first 3 hours after noon. Hint: The high and low temperatures can be used together to find A and B. Determine C from the fact that it is hottest at 5 p.m