Construct the truth table for the compound statement (p ∨ ~q) ∨ r. Fill in the empty values of the truth table. Start with the first four rows. Now fill in the final four rows.
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- What's wrong with this cell?(a) Refer to Figure Q3(a)(i) for the data model for equipment loans. Customer Equipment Loan id equipmentCode name id name equipmentCode >e address description contact startDate RentalRatePerDay dateOfBirth returnDate occupation DamageReport reportId damageType Figure Q3(a)(i) (i) Derive the logical model from the data model in Figure Q3(a)(i).Write T if the sentence is right; write F else, and fix the incorrect one. You need only respond to 5 of the following questions.The get() function may be used to append a new plot to an existing one.
- Q5) Run the code below to check on the model behavior for different polynomials (2,3, 5,10,20). Comment on the generated figure. In [26]: # Hyperparam initialization eta = 0.25 epochs = 500000 # This will take a while but you can set it to 10000. Poly_degree_values = [2, 3, 5, 10, 20] # Initializing plot plt.title( "Regression Lines for Different polynomials") plt.scatter(data.GranulesDiameter, data.Beachslope, label='Traning Data') # iterating over different alpha values (This is going to take a while) for i in Poly_degree_values: polynomial x = GeneratePolynomialFeatures (X, i) thetaInit - np.zeros( (polynomial_x.shape[1],1)) theta, losses = gradientDescent (polynomial_x, Y, thetaInit, eta, epochs) poly = PolynomialFeatures (i) plot SimpleNonlinearRegression line (theta, X, poly) plt.legend(Poly_degree_values) plt.show() Regression Lines for Different polynomials 2 25 10 20 20 15 10 0.2 0.3 0.4 0.5 0.6 0.7 0.8 In [271: # Write your response hereLet p and q represent, respectively, "Sharks have been spotted close to the shore" and "Swimming at the New Jersey Shore is permitted." Express each compound statement in English.Dynamic Programming: What is the main difference between the Longest Common Subsequence (LCS) and the longest common substring of two sequences of characters? Use the LCS-LENGTH procedure to find the Longest Common Subsequence (LCS) of two sequences: A and B . You need to show the step-by-step procedure based on a table and also illustrate the path to reconstruct the LCS you have found by drawing lines through the centers of the grids on the path in the table. What is the running time of the LCS algorithm based on dynamic programming? Justify your answer.
- Part 1 of 4 Compute the least-squares regression line for predicting the diastolic pressure from the systolic pressure. Round the sope and y-intercept to at least four decimal places. Regression line equation: y =Hi Team, Can you please help me in solving this query asap. Question- Use the python. to write a program.. The first problem has three requirements. First, write a program that will find the 450th prime number. After every 50 prime numbers in the search for the 450th, print the number of prime numbers found up to that point to the console. Include an explanation of what the iteration means (i.e., 150 prime numbers found so far). When you have identified the 450th prime number, print a statement to the console that indicates what this program was looking for and the solution. All prime numbers are odd, other than the number two. This eliminates a lot of candidates. The first step is to create an array of odd numbers, then test whether they are prime or not. Do this while you identify the remaining 449 prime numbers. You could use the modulo to test the values. How many divisors need to be checked before ruling a number out? You can review this list of prime numbers to ensure that you…Split blood pressure into systolic and diastolic blood pressure with integer as data type readings and remove the original column. Examine the data and look for predictor columns that are indicator variables, 0 or 1. Convert the data type to Boolean. Using code prepare lists of predictor column names for each data type. Make sure all the predictor columns are included in one and only one list. Print the length of the list of each data type and the sum of the lengths and verify that all predictor variables are accounted for in the lists. Use f-string to align the numbers properly.
- Question 30 Consider the following procedures for string manipulation. Procedure Call Explanation concat(strl, Returns a single string consisting of strl followed by str2. For example, concat("key", "board") returns "keyboard". str2) Sub prefix(str, Returns the first length characters of str or str if length is greater than the number of characters in str. For example, prefix("delivery", 3) returns "del" and %3D length) prefix("delivery", 100) returns "delivery". The variable initials is to be assigned a string consisting of the first letter of the string firstName followed by the first letter of the string lastName. Which of the following assigns the correct string to initials? initials + concat (prefix(firstName, 1), prefix(lastName, 1) ) В initials + concat (prefix(firstName, 2), prefix(lastName, 2) ) initials + prefix(concat(firstName, lastName), 1) initials + prefix(concat(firstName, lastName), 2) >Design a data structure to store the class score and exam score of students (using their index numbers) in each course. The students read only 3 courses; English (ENGL 101), Maths (MATH 101) and Science (SCI 101). [Hint: Use a combination of dictionaries and, either list or tuples—whichever one you decide].Given: (3,6) int numi, num2, newNum; double x, y; Which of the following assignments are valid? If an assignment is not valid, state the reason. a. numl = 35; b.newNum = numl - num2; c.numl = 5;num2 = 2 + numl;numl = num2 I 3; d. numl * num2 = newNum; e.x = 12 * numl - 15.3; f.numl * 2 = newNum + num2; g. x / y = x * y; h. num2 = numl % 2.0; i.newNum = static_cast<int> (x) % 5; j.x = x + y - 5; k. newNum = numl + static_cast<int> (4.6/2);
