The ocean around the san diego area experiences a mixed diurnal tide, which means that there are two high tides and two low tides per 24 hour cycle, but that they are different strengths. a group of ocean scientists want to make a model for the tide, so they measure the tide's position every 2 hours over a 24 hour period and get the following measurements: t 0 246 81012 14 16 18 2022 | 24 d 4.15.8 7.1 5.64.53.35.0 5.15.13.72.32.44.7 given that the tide is mixed diurnal, we know that it can be modeled by the equatioin d(t)-ab) +csin(2rt/12), sin (2mt/24 where t is measured in hours after midnight and d is the tide in meters. use the least squares method to solve for the constants a, b and c which will give a best fit model for the data