Newton's Law of Cooling states that the temperature of a heated object decreases exponentially over time toward the temperature of the surrounding medium. The temperature u of a heated object (in degrees Celsius) at a given time t (in hours) can be modeled by the following function: u(t)=T+(u 0 −T)e u k<0 where T is the constant temperature of the surrounding medium, u 0 is the initial temperature of the heated object, and k is a negative constant for a specific object An ice tray is filled with water at room temperature (20 degrees Celsius) and placed in the freezer. The freezer is set to - 10 degrees Celsius. The goal of this tutorial is to graph this function and analyze and interpret the graph within the problem context. Fhate ene mothenascal range of eis ras oocing fintion in invervei notation: From your Tutorial 8 Worksheet: Match the appropriate meaning to each characteristic. 1. u-intercept It takes approximately two and three quarter hours for the 2. Horizontal Asymptote 3. Practical Domain 6. water to freeze in the trays. 7. The temperature of the water in the ice cube tray is initially 4. Vertical Asymptote 5. Title of y axis 2. The temperature of the freezer (-10 degrees Celsius). 6. Title of x axis 7. t-intercept