Problem 2 - (Hand-written answers) A ball bearing at 1200K is allowed to cool down in...
Please do both Eulers method and midpoint method. Please
do not solve with runge kutta thank you.
Problem 2 - (Hand-written answers) A ball bearing at 1200K is allowed to cool down in air at an ambient temperature of 300K. Assuming heat is lost only due to radiation, the differential equation for the temperature of the ball is given by dT dt 2.2067 x 10-(T-81 x 108) Determine the approximate temperature of the ball at time t480 seconds using: (a)...
engineering math question.. please answer all by
showing step by step calculation clearly and easy to read and
understand.. thanks
4. A ball with initial temperature of 1200K is allowed to cool down in air at an ambient temperature of 300K. Assuming heat is lost only due to radiation, the differential equation for the temperature of the ball is given by db = -2.2067 x 10" (69-81 x 10').6(0) = 1200 K By using Euler's method with a step size...