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kimberly todd

kimberly t.

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The period of development from 12 to 20 years is called _____. Group of answer choices Middle childhood Early or young adulthood Adolescence Prenatal development

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Multiple Choice Question Which type of shock occurs when bacterial toxins trigger vasodilation and increased capillary permeability? O Neurogenic O Septic O Anaphylactic O Obstructed venous return

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Sort the list in descending order Return the sorted list to main Back in main: Using loop(s), print a 7 by 7 representation of the ages returned by the custom function. The ages should be in descending order and evenly spaced. After the loop terminates use the built-in sum function to determine the sum of all ages, and then print the sum. Use built-in functions to determine the ages of the oldest and youngest cats, then print their ages. Determine the average age by making use of the sum of all ages referenced above, then print the average age so that two decimal positions are included. Make additive use of the count() method to count the number of kitten-aged cats from the original list of 49 ages whose ages are less than or equal to 2 then print the count. Use a list comprehension to create a list of prime-aged cats from the original list of 49 ages whose ages are greater than or equal to 3 and less than or equal to 6. Use a built-in function with the list as an argument to determine the count of prime-aged cats and then print the count. Do the same for prime-age cats whose ages are greater than or equal to 3 and less than or equal to 6. Do the same for mature-aged cats whose ages are greater or equal to 7 and less than or equal to 10. Do the same for senior-aged cats whose ages are greater or equal to 11 and less than or equal to 14. Do the same for super senior-aged cats whose ages are greater or equal to 15.

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Derive a relationship between Gibbs free energy and reaction quotient (Q) for the following chemical reaction:aA + bB mM + nN

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06.Matrix Factorization: Problem 2 (1 point) Find the LDU factorization of A = \begin{bmatrix} -3 & 12 & 9 \\ 12 & -53 & -21 \\ -15 & 50 & 74 \end{bmatrix} That is, write A = LDU where L is a lower triangular matrix with ones on the diagonal, D is a diagonal matrix, and U is an upper triangular matrix with ones on the diagonal. L= \begin{bmatrix} \\ \\ \end{bmatrix} D= \begin{bmatrix} \\ \\ \end{bmatrix} U = \begin{bmatrix} \\ \\ \end{bmatrix}

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improvements in technology in the steel industry have Group of answer choices increased the supply of steel in the market. decreased the supply of steel in the market. increased demand for steel in the market. decreased demand for steel in the market.

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Suppose that the functions s and t are defined for all real numbers x as follows. s(x) = x - 2 t(x) = 2x + 6 Write the expressions for (s-t)(x) and (s-t)(x) and evaluate (s+t)(-1). (s-t)(x) = (s-t)(x) = (s+t)(-1) = Suppose that the functions s and t are defined for all real numbers x as follows. s(x) = x - 2 t(x) = 2x + 6 Write the expressions for s-x and s+x and evaluate s+1 s-x = s+x = s+1 =

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Write a Python program including the following: a. A function that receives a list of strings as a parameter, eliminates the following stop words, and returns the resulting list: Stop words: a, an, the, punctuation symbols (.,;: ?, etc.) e.g. Original list: ["There", "is", "a", "little", "dog", "in", "the", "University", ".", "The", "little", "cat", "saw", "the", "dog", "in", "the", "University", "."] Resulting list: ["There", "is", "little", "dog", "in", "University", "little", "cat", "saw", "dog", "in", "University"] b. A function that receives the list of words (stop words removed) as a parameter and forms a dictionary, whose keys are the words in the list and whose values are their frequencies in the text. e.g. Resulting dictionary: {"There":1,"is":1,"little":2,"dog":2,"in":2,"University":,"cat":1,"saw":1} c. A function to remove the duplicate words from the list sent as a parameter. e.g. Resulting list: ["There", "is", "little", "dog", "in", "University", "cat", "saw"] d. The last function will receive the list with no duplicates as a parameter, and will form a list of lists containing 3 word phrases (3-grams). e.g. Resulting list: [["There", "is", "little"], ["dog", "in", "University"], ["cat", "saw"]] Read a text and form a list of words from the input. Using this list, call the above functions in sequence and generate their outputs.

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Question 25 A high school baseball player has a 0.174 batting average. In one game, he gets 9 at bats. What is the probability he will get at least 7 hits in the game?

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1. The diagram shows the graph of the function $y = f(x)$ with the $x$-axis as an asymptote. A(-5,-4) y B(5, 4) x (a) The coordinates of point A are (-5, -4) and the coordinates of point B are (5, 4). Given that $f(x)$ undergoes a series of transformation to $g(x) = f(x-3) + 2$, find the new coordinates of points A and B after the transformations. New coordinates of A = New coordinates of B = (b) Find the new coordinates of A on the graph $y = f(|x|)$ and $y = |f(x)|$ New coordinates of A on $y = f(|x|) = $ New coordinates of A on $y = |f(x)| = $

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