Can you please answer this using simulink k1=3 and k2=15

Q2 [15 marks) Follow the guide, Section 2 Create a simple Simulink Simulation, accessible on Canvas module site > Modules > Week 8 - Simulink, to create a pendulum simulation model that's similar to the Simulink model in Figure 9 of the guide, with the file name Q2_pendulum.slx. In this model, the initial condition source of pendulum angular position e(0) is configured to be K in degrees (K is derived from your student number), which means that the initial condition source of one Integrator block needs to be 'external'. Also, only angular position and angular velocity are to be displayed by a Scope block. Use your Simulink model to simulate with and without air resistance. Air resistance coefficient k=5 (this is not related to your parameter K), pendulum mass m=10 Kg, pendulum rod length L=1 m, pendulum initial velocity v(0) = 0, gravity acceleration g=9.8 m/s2. Configure these parameters directly in the Simulink model. Q2 [15 marks) Follow the guide, Section 2 Create a simple Simulink Simulation, accessible on Canvas module site > Modules > Week 8 - Simulink, to create a pendulum simulation model that's similar to the Simulink model in Figure 9 of the guide, with the file name Q2_pendulum.slx. In this model, the initial condition source of pendulum angular position e(0) is configured to be K in degrees (K is derived from your student number), which means that the initial condition source of one Integrator block needs to be 'external'. Also, only angular position and angular velocity are to be displayed by a Scope block. Use your Simulink model to simulate with and without air resistance. Air resistance coefficient k=5 (this is not related to your parameter K), pendulum mass m=10 Kg, pendulum rod length L=1 m, pendulum initial velocity v(0) = 0, gravity acceleration g=9.8 m/s2. Configure these parameters directly in the Simulink model