The storage of energy in substrates including protein, fat and carbohydrates requires energy to drive the synthesis of chemical bonds to form the substrates. The energy to form these compounds is derived from reactions that _____.  

Important: Please do not use any programming tools. What is the output of the following code?   def f(x = 200, y = 200):     return(x+y, x-y) x, y = f(y = 300, x = 200) print(x, y)   

Important: Please do not use any programming tools. What is the output of the following code snippet:   if ‘bar’ in {‘foo’: 1, ‘bar’: 2, ‘baz’: 3}: print(1) print(2) if ‘a’ in ‘quax’: print(3) print(4)

Important: Please do not use any programming tools. What will be displayed by the following code?def f(value, values):    v = 1    values[0] = 82    values[1] = 83    values[2] = 84    t = 38v = [1, 2, 3]f(t, v)print(t, v[1])

Important: Please do not use any programming tools. Which of the following function removes all leading and trailing whitespace in string? Just name the function like myFunction()

Important: Please do not use any programming tools.   To get the following output − ‘CataDogaRataMouse’ from the list below, which one line of code would work? a = [‘Cat’, ‘Dog’, ‘Rat’, ‘Mouse’]   

(1) How many ways can the letters of the word STARLINK be arranged in a row. (Please enter your answer as an integer.) [a1] (2) How many ways can the letters of word STARLINK be arranged in a row if the letters LINK must remain together as a unit at the end of the arrangement? (Please enter your answer as an integer.) [a2]

(1) How many three digit positive integers are divisible by 13? (Please enter your answer as an integer.)  [a1]  (2) What is the probability of randomly selecting an integer divisible by 11 from among the three digit positive integers? (Please enter your answer in the form m/n, where m and n are positive integers.) [a2] 

Assume a multi-level feedback queue with 3 queues, numbered 0 through 2. The system has a variable time quantum per queue, with the highest priority queue having a time quantum of 3ms and with this time quantum doubling as we go down in priority. Consider an incoming job with a total burst time requirement of 40ms. Suppose that this job ends up getting blocked after running for 10 ms and then after running for an additional 30ms (it would have run for 40 total at this point) after it became unblocked. How many times will this job be interrupted (assuming nothing else would cause it to be interrupted) and what queue will it finish executing in? How much time did it spend in each queue?

Describe a scenario under which a set of processes could monopolize the cpu on a system using a naive multi-level feedback queue.