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kimberly salas

kimberly s.

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Complete the following sentence by using the lists of options. When evaluating the client's response to the prescribed muscle relaxant, the nurse should understand that the mechanism of action is to interrupt nerve signals â–¼ Select... the level of the spinal cord cholinergic receptors the muscle cells sodium channels

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Please Define the terms Dominant and Recessive. Please explain what these terms refer to when one discusses traits?

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2. A U-tube manometer is connected between two pipes, A and B. The pressure at B is measured as 2.20 kPa (gage), and the pressure at A is measured as -75 kPa (gage). Find height of the mercury, $h_3$. Fluid in pipe A: Water, $\rho = 1 \times 10^3$ kg/m$^3$. Fluid in pipe B: Air, A B $h_1$ Hg $h_2$ $h_4$ $h_3$ (2p) Answer h=0.25 Seawater

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3. Find the volume of the region bounded by $y = \sqrt{x}$ and $y = x^2$ rotated about the line $x = 3$.

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more less head tail chmod cat sed b. You are given the task to create a simple script for an old computer equipment buying business to calculate and print a receipt for the customers. The business accepts only 5 types of equipment: laptops, desktops, keyboards, mice and they have fixed payback prices of $25, $30, $3, $1.50 and $20 respectively. Write a bash script to ask the customer to enter how many of each item a customer wants to sell and then print a receipt as shown below. ===================== We Buy old Computer Equipment (15 poim Laptops @ $25 each. How many you have? 4 Desktops @ $30 each. How many you have? 2 Keyboards @ $3 each. How many you have? 6 Mouse @ $1.50 each. How many you have? 4 Routers @ $20 eash. How many you have? 2 ====== =========== Developer Name: Print Your Name Here ========== ======== We Buy old Computer Equipment Laptops @$25 : 4 units Desktops @$30 : 2 units Keyboards @$3 : 6 units Mice @$1.50 4 units Routers: @$20 : 2 units == ========= Total You Receive : $224.0 =====

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How do you think an electrostatic force would change with respect to distance between two oppositely charged species?

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Sulfur dioxide is oxidised by oxygen to form sulfur trioxide. This reaction is described by the following equation: 2 SO$_2$ + O$_2$ \(\longrightarrow\) 2 SO$_3$ The reaction was studied at 55°C and the data in the table were collected. \begin{tabular}{|c|c|c|} \hline [SO$_2$] & [O$_2$] & Initial rate of reaction (M sec$^{-1}$) \\ \hline 1.53 & 0.42 & 0.0527 \\ 0.17 & 0.21 & 0.00293 \\ 0.51 & 0.42 & 0.0176 \\ 1.53 & 0.84 & 0.105 \\ \hline \end{tabular} The rate law for the reaction can be written as: rate = k[SO$_2$]$^x$[O$_2$]$^y$ Determine the orders x and y and calculate the rate constant k. Enter these values in the boxes below and select the correct units for the rate constant. $\bigcirc$ mol$^{-2}$ L$^2$ sec$^{-1}$ $\bigcirc$ sec$^{-1}$ $\bigcirc$ mol$^{-1}$ L sec$^{-1}$ $\bigcirc$ sec $\bigcirc$ mol$^{-3}$ L$^3$ sec$^{-1}$

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Question 2 Show the effect upon assets, liabilities, capital, revenues and expenses for the following transactions. Calculate the amount of each types of account at the end of the period, after all the transaction took place. a. Started business with cash RM10,000, and office equipment RM5,000. b. Paid for stationery in cash RM150. c. Make a loan of RM30,000 from AB Bank, and the money deposited into the bank account. d. Sold of goods worth RM500 for cash. e. Owner spent company's cash RM1,000 for personal purpose. f. Owner brought in personal motor vehicles for office use, RM75,000. g. Purchased of goods worth RM2,000 from XXX Shop. Question ?

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A large fast-food restaurant is having a promotional game where game pieces can be found on various products. Customers can win food or cash prizes. According to the company, the probability of winning a prize (large or small) with any eligible purchase is 0.25. Consider your next 20 purchases that produce a game piece. Calculate the following: (Give answers to 4 decimal places.) a) What is the probability that you win 8 prizes? b) What is the probability that you win more than 9 prizes? c) What is the probability that you win between 6 and 9 (inclusive) prizes? d) What is the probability that you win 5 prizes or fewer?

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(20 points) For the following linear programming problem, determine the optimal solution by the graphical solution method. Max 2A + 6B s.t. C.1 2A + 4B <= 12 C.2 6A + 4B <= 24 C.3 3A + 3B <= 15 A, B >= 0 Indicate correct graphical solution below.

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