The normal body temperature is 98.6°F. When Savitri was ill her temperature rose to 103.1°F. How many degrees above normal was that?

The body temperature of an animal is 86^@F. Express the same temperature in degree Celsius.

The body temperature of a normal healthy person is 98.4^(@)F . What is the temperature on the celsius scale ?

A human body has a surface area of approximately 1 m^2 . The normal body temperature is 10 K above the surrounding room temperature T_0 . Take the room temperature to be T_0 = 300 K . For T_0 = 300 K , the value of sigmaT_0^4=460 Wm^(-2) (where sigma is the Stefan-Boltzmann constant). Which of the following options is/are correct?

The body temperature of a normal and healthy person is 98.4^(@)F . What is the temperature on the celsius scale ?

During illness an 80 kg man ran a fever of 102.2^(@)F instead of normal body temperature of 98.6^(@)F . Assuming that human body is mostly water, how much heat is required to raise his temperature by that amount

The normal temperature of the human body is 98.4^(@)F .Calculcate this temperature on celsius scale and absolute scale.

A Veterinary doctor was examining a sick cat brought by a pet lover. When it was brought to the hospital, it was already dead. The pet lover wanted to find its time of death. He took the temperature of the cat at 11.30 pm which was 94.6^(@)F . He took the temperature again after one hour, the temperature was lower than the first observation. It was 93.4^(@)F . The room in which the cat was put is always at 70^(@)F . The normal temperature of the cat is taken as 98.6^(@)F when it was alive. The doctor estimated the time of death using Newton law of cooling which is governed by the differential equation: (dT)/(dt) prop (T − 70), where 70^(@)F is the room temperature and T is the temperature of the object at time t. Substituting the two different observations of T and t made, in the solution of the differential equation (dT)/(dt) =k(T-70) where k is a constant of proportion, time of death is calculated. State the degree of the above given differential equation.