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Source code for the next questions 1. <DOCTYPE html> 2. <html lang-"en"> 3. </head> 4. <Script> 5. function dragLeaveHandler (event) 8. function dragEnterHandler (event) 10. 11. function dragOverHandler (event) event.stopPropagation ); event.preventDefault ) 12. 13. 14. 15. function dropHandler (event) event.stopPropagation ); event.preventDefault ) 16
real analysis questions Find the interior of the following sets. (1): {1/n: neN}: (2): (0,5) (5, 7); (3): {re Q:0<r <2}. Classify each of the following sets as open, closed, or neither. (1): {: | - 51 < 1}; (2): {x: (x-3) > 1}; (3): {:13 -4)<4}.
2. Prove that if n > 1, then 1(1!) + 2(2!) + ... + n(n!) = (n + 1)! - 1.
Compute limn >oo A" for 1 1/2
find the inverse z transform X(z) = 1-2-3 with [2]<1
in a laurent series valid (z-2) (1+2) 2+11 > 2
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Using the pseudocode answer these questions Algorithm 1 CS317FinalAlgorithm (A[O..n-1]) ito while i<n - 2 do if A[i]A[i+1] > A[i+2) then return i it i+1 return -1 1. Describe what it does and compute what value is returned when the input is the list {1, 2, 3, 4, 5}. (Hint: We're using 0-based array indexing, so 0 would represent the index of the first element, 1 the second element, etc.) 2. Identify and describe the worst-case input. 3. Identify and...
Use the following to answer questions 6-10: Suppose that firms 1, and 2 are Cournot duopolists in the salt industry. The market demand curve can be specified as Q=20-p, Q=91-92 (The firms choose their quantities simultaneously.) The cost to firm 1 is C(qı)=191. The cost to firm 2 is C(92)=292. Find Firm 1 optimal production levels q1=?. Select one: a. O<q1<2 b. 2<q1<4 C. 4<q1<6 d. 6<91 None of the above 7) Find Firm 2 optimal production levels q2=?. Select...
Using the pseudocode answer these questions Algorithm 1 CS317FinalAlgorithm (A[O..n-1]) ito while i<n - 2 do if A[i]A[i+1] > A[i+2) then return i it i+1 return -1 4. Calculate how many times the comparison A[i]A[i+1] > A[i+2] is done for a worst-case input of size n. Show your work. 5. Calculate how many times the comparison A[i]A[i+1] > A[i+2] is done for a best-case input of size n. Show your work.