LIFESCIENC 30A

Final Exam Last Name: First Name: Student ID: Signature: Instructions: Do not open this exam until instructed to do so. You will have three hours to complete the exam. Please print your name and student ID number above. You may not use books, notes, or any other material to help you. You will need a calculator for some problems. Please make sure your phone is silenced and stowed where you cannot see it. You may use any available space on the exam for scratch work. If you need more scrat...

LS 30A: MATHEMATICS FOR LIFE SCIENTISTS FALL - LECTURE 1 Jukka Keranen FINAL EXAMINATION SOLUTIONS Your Name Your Student ID number Your TA Section By signing below, you confirm that you did not cheat on this exam. No exam booklet without a signature will be graded. INSTRUCTIONS • Please do not open this booklet until you are told to do so. • In addition to basic writing instruments, you are allowed to use a non-programmable calculator. • Your cell phone must be turned off compl...

LS 30A: MATHEMATICS FOR LIFE SCIENTISTS FALL – LECTURE 2 STUDY GUIDE FOR THE FINAL EXAM IN SHORT You need to know all the material that was covered in the lectures and also all the material from the textbook that corresponds to what was covered in the lectures, with a small number of exceptions that will be indicated below. The Further Exercises from your homework are the best indication of what to expect. You will need a basic, non-programmable calculator on this exam. The following i...

Final Exam Last Name: First Name: Student ID: Signature: Instructions: Do not open this exam until instructed to do so. You will have three hours to complete the exam. Please print your name and student ID number above. You may not use books, notes, or any other material to help you. You may use a four-function or scientific calculator but not a graphing or programmable one. Please make sure your phone is your phone is silenced and stowed where you cannot see it. You may use any availab...

Lab Quiz LS30A F19 1. The simulation script below simulates the model for the spring with friction, with state variables X and V. In the table below explain what each line of code does. The lines are numbered for your convenience. The explanation for the first line is given as an example. 1 t = srange(0,100,0.1) 2 var('X,V') 3 sol= desolve_odeint([V,-X - 0.1*V],ics=[100,20],dvars=[X,V],times=t) 4 list_plot(zip(t,sol), color='red', plotjoined = True) Line Your Explanation 1 creates a...