The Temperature of water in tub at time tt is modeled by a strictly increasing, twice-differentiable function WW, where W(t)W(t) is measured in degrees Fahrenheit and tt is measured in minutes. At time t=0t=0, the temperature of the water is 55∘∘F. The water is heated for 30 minutes, beginning at time t=0t=0. Values of W(t)W(t) at selected times tt for the first 20 minutes are given in the table above.(d) For 20≤t≤2520≤t≤25, the function WW that models the water tempature has first derivative given by W′(t)=0.4t√cos(0.06t)W′(t)=0.4tcos⁡(0.06t). Based on the model, what is the temperature of the water at time t=25t=25?