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jose francisco sanabria

jose francisco s.

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Problem 1 (5 Points) Create a class named RowsAndColumns in the file RowsAndColumns.java. The first problem involves writing two methods. One will sum each row of a 2 dimensional array. It will return a single dimension array of ints holding the sums from each row. The prototype is: public static int[] sumRows(int[][] inArray) The next method you will write is one that will take a 2 dimensional array and sum each column. The prototype is: public static int[] sumColumns(int[][] inArray) Write a main to test both of these methods. As one test, use the following 2D array as input: int[][] inputMatrix = {{10, 15, -1, 22, 11}, {100, 200, 150, -30, 27}, {11, 44, 2, 1, -15}, {44, 89, 10, 21, -2}, {44, 55, 105, 205, 305}}; You should create a couple of additional 2 dimensional arrays of different sizes to verify your code works regardless of size (for instance, create an array that is not square like the above one so it will have a different number of rows than it has columns). Write some code in your main that prints the results returned on one entry per line. With the above array as input, the results should look like the following: Row Sums: 57 447 43 162 714 Column Sums: 209 403 266 219 326

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Question 2 0.5 pts Multiple choice (Choose only one answer): When performing the streak plate technique, what is done in between streaking each quadrant of the media plate? ? dip loop back into broth culture ? flame the loop ? place loop on the desk top ? Dig loop into agar surface

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Simplify the radical. Assume that all variables represent positive real numbers.\\ \sqrt[4]{\frac{6y^7}{7776y^3}}\\A. \frac{y}{6}\\B. \frac{y^2}{36}\\C. 6y\\D. \frac{y}{\sqrt[4]{216}}

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Global warming will produce rising sea levels partly due to melting ice caps but also due to the expansion of water as average ocean temperatures rise. To get some idea of the size of this effect, calculate the change in length of a column of water 1.00 km high for a temperature increase of one degree Celsius. Take for water as 7.0 x 10-6 C-1. Your answer need to be in mm.

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Cyberdyne Systems Inc. shares trade for $10 and there are 150 million outstanding. The R&D division is pitching a new project to the board of directors code named Skynet. Skynet will require an investment of $300 million, but analysts estimate that the project's NPV is $10 million. If the project is accepted, then what price do you think Cyberdyne's shares will trade at?

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Journalize the following purchases transactions for Suga Candy Store 1. April 30, 2020 - Suga purchased $2,950 of merchandise (sugar-free caramels) from a supplier (Tom & Jenny's) on account; terms 2/10, n/30 2. May 5, 2020-Suga paid for the merchandise purchased from Tom & Jenny's. This invoice was paid within the discount period. 3. May 6, 2020-After paying the invoice, Suga realized that $300, terms 2/10, n/30 worth of the caramels have melted. 4. May 13, 2020-Purchased a further $225 of merchandise from Tom & Jenny's on account, terms n/30. 5. May 16, 2020-Received a refund from Tom & Jenny's for the return of damaged inventory in excess of the purchase on May 13, 2020.

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Assume that $T$ is a linear transformation. Find the standard matrix of $T$. $T: \mathbb{R}^2 \to \mathbb{R}^2$, first performs a horizontal shear that transforms $e_2$ into $e_2 + 10e_1$ (leaving $e_1$ unchanged) and then reflects points through the line $x_2 = -x_1$ $A = ?$ (Type an integer or simplified fraction for each matrix element.)

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Question 2 For the given Graph,

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a. How does sleep, muscular activity, age, and eating (acutely) influence metabolic rate? b. How does leptin help regulate hunger? c. What is the main integrating center for body temperature regulation? d. How do we acclimate to chronically high environmental temperatures?

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Quadrilateral MNOP is a parallelogram. The coordinates of three of its vertices are M (1, 5), N (2, 1), and O (-3, -2). If (x, 2) are the coordinates of P, what is the value of x?

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