Write a script that will print the following multiplication table: (Do not type individual elements explicitly) 1 2 4 4 8 12 16 5 10 15 20 25 6 12 18 24 30 36
Q: Write a script that will print the following multiplication table: (Do not type individual elements…
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- Dont copy from anywhere.ASAP!! Please Write a python script that will:1. Load, normalize and concatenate the first 4 days as training data , sliding window k=360.2. Load and normalize the last day as test data, sliding window k=360.3. Perform a knn search on the train data for the test data:a. Once using SKlearn-nearestneighbors module, any base algorithm.b. Once using FAISS-library (use a flat index).c. Once using FAISS-library (use any non flat index).4. Compare the three approaches on speed as a function of n=number_of_neighboors,from n =1 to n=256.5. Compare the approaches on results similarity for n=10Python "Consider the list presented below with 5 lines from different data from library cards:\n", "```\n", "['812345674848138 01/20/2024 Emma A. Patron 06/20/1980 F',\n", "'812543435675419 05/17/2027 Karl P. Johnson 03/13/1992 M',\n", "'812345674848138 04/23/2025 Rachel M. Green 07/05/1975 F',\n", "'812345674848138 11/19/2024 Michael L. Smith 12/25/1954 M',\n", "'812543435675419 12/31/2024 Julia T. Roberts 09/17/1974 F']\n", "```\n", "The data in each string has: library number, expiration date, name, date of birth and gender. Write a program that reads the strings from the list and output:\n", "- Number of males and females.\n", "- How many libraries are in the data.\n", "- The name of each person in the data.\n", "\n" ]
- Suppose that you are given the following logical statement:¬ P ∧ Q → ¬ R ∨ SBased on our discussion of order of operations, which is the correct way to interpretthis?(a) ¬(P ∧ ((Q → (¬R)) ∨ S))(b) (¬(P ∧ (Q → (¬R)))) ∨ S(c) ((¬P) ∧ (Q → (¬R))) ∨ S(d) (¬P) ∧ ((Q → (¬R)) ∨ S)(e) (¬(P ∧ Q)) → (¬(R ∨ S))(f) ((¬P) ∧ Q) → ((¬R) ∨ S)(g) ((¬P) ∧ (Q → (¬R))) ∨ S(h) ((¬P) ∧ (Q → (¬R))) ∨ S(i) (¬P) ∧ ((Q → (¬R)) ∨ S)(j) ¬((P ∧ Q) → (¬(R ∨ S)))Q1. Covert the following. (101111)2 = (?)16 (391)8 = (?)16 (240)10 = (?)2 (11.101)2 = (?)10Write a C++ program to produce the first 90 Fibonacci numbers. A Fibonacci number is one that I is the product of the prior two generated numbers. The sequence is seeded with the values of O and 1, so that the sequence starts off as 0 1123. Fibonacci numbers are used in computing hash table locations for file management systems.
- (a) Write a complete PHP code that would produce the output below: 1 12 123 1234 12345 123456 1234567 12345678 123456789 (b) Differentiate between "sha1" and "md5" encryption function of MySQL clearly giving examples of each. (c) Give the major difference between the POST and the GET method.Consider the following procedure: procedure mystery (x, y, z); integer x, y, z;beginz = 2; y= z+x;endand consider the following code fragment: A[1] := 2;A[2] := 1;n := 1;mystery (A[1],A[n],n); What will be the final values of n, A[1] and A[2] if the parameters are passed by name?Fill in the blank question- Only answer needed without explanation Q. To disbale execution of binaries use ____________ configuration in /etc/fstab.
- Create a script to execute the code from Midterm Part 1, Q2 (computing the sum below). Then, create a vectorized solution. Provide a short write-up about which version of the summation you would expect to be more efficient if we extended the summation and how you might determine which is actually more efficient. Q2_ans = -1 + 3 – 5 + 7 – 9 + … – 97 + 99Consider the following procedure: procedure mystery (x, y, z); integer x, y, z;beginz = 2; y= z+x;endand consider the following code fragment: A[1] := 2;A[2] := 1;n := 1;mystery (A[1],A[n],n); What will be the final values of n, A[1] and A[2] if the parameters are passed by reference?Using C++, Write a program (without using void) to produce the first 100 Fibonacci numbers. A Fibonacci number is one that is the product of the prior two generated numbers. The sequence is seeded with the values of 0 and 1, so that the sequence starts off as 0 1 1 2 3 ... Fibonacci numbers are used in computing hash table locations for file management systems