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michael cooper

michael c.

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Cooper and Brandy are married and file a joint income tax return with two separate Schedule Cs. Cooper is an independent security specialist who sp for the uniforms were $160 for this year, plus $85 for altering them. Brandy works as a drill press operator and wears jeans and a work shirt on the j the work clothes. Brandy is also required by state regulators to wear safety glasses and safety shoes when working, which cost a total of $125. a. How much is Cooper's total deduction on his Schedule C for special clothing and uniforms? 1,060 X b. How much is Brandy's total deduction on her Schedule C for special clothing and uniforms? 125

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1. An observer, \( A \), sees a body as having twice the length that another observer, \( B \), sees. Which of them has the greater speed relative to the body if it lies along the direction of their relative motion? If a third observer sees the length as three times that seen by \( B \) and the body is in the rest-frame of one of the three observers, which is the rest-frame of the body?

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Question 9 1 pts Silas is an SLPA serving students with complex medical needs. During a break in his schedule, he calls his mom. Silas mentions the student's upcoming surgery and how worried he is for the student. His mom asks about this child's medical history and how he's doing in school, which Silas answers. Silas never mentions the student's name. When he hangs up, Sllas wonders if he broke confidentiality rules. What do you think? Yes - you can never discuss any students ever. No - he didn't use the child's name. No - his mom has never seen this student and lives in another state. Yes - discussing any student information that contains identifiable characteristics, even without names, can be a breach of confidentiality.

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QUESTION 1 A father gifts $10,000 in public company shares to his 19 year old daughter who is living at home. Any dividends declared on the securities will be attributed to the father. O True False QUESTION 2 Johan Deroi owns shares with an ACB of $1,000 and a FMV of $1,500. If he sells the shares to his brother for $2,000, he will have a capital gain of $1,000. O True O False QUESTION 3 Mr. Schmidt purchased 250 shares of Doss Limited on February 1 of the current year for $20 per share. On May 1 of the current year, he purchased 100 more shares for $25 per share. On June 20 of the current year, Mr. Schmidt sells 100 shares for $15 per share. His allowable capital loss on June 20 is $643. O True O False

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Use Newton's Method to estimate a solution of $x^3 = 23$. Use $x_0 = 2$ and find $x_1$ and $x_2$. Answers must be correct to at least three decimal places. $x_1 = $ $x_2 = $

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Title: Data Structures and Algorithms Question in C++ Build a max-heap from the array: 1, 6, 10, 18, 8, 7, 25, 88, using the linear time buildHeap function described in the textbook. You should show the array representing the heap after all the percolate down iterations executed by buildHeap.

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Key #32127. The probability of getting an A in Chemistry is 56.01%. Assume you randomly select 18.00 students enrolled in Chemistry. What is the probability that exactly 11.00 students do not receive an A in the course? 0.3423 0.0657 0.1726 0.6111 Cannot be calculated with the information provided.

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A race car rounds one end of a speedway. This end of the track is a turn with a radius of approximately 187 ft. If the track is assumed to be completely flat and the race car is traveling at a constant 64.00 mi/h around the turn, what is the race car's centripetal (radial) acceleration $a_c$? $a_c =$ Convert this result to SI units. $a_c = $

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Develop and run a C++ program to satisfy the following need: A landscaping company sends employees to various sites (e.g. parks, school grounds, golf courses, etc). These sites will contain a variable number of land segments (plots) having one of 4 shapes: Square, rectangle, triangle, or circle. There may be more than one plot of the same shape, and the plots vary in size. Employees will need to run a program (the one you are writing) on a portable computer as they survey the site and perform determine the total area of all the plots at the site. The result will be used to determine the amount of spil, mulch, grass seed, and other landscaping materials that will be needed to maintain the site. The program should adhere to the following characteristics: \begin{itemize} \item Use functions throughout \item The user should be presented with a menu of choices (including an exit) \item The user should be prompted to input the necessary dimensions of the respective geometric shape in question. \end{itemize} Present the source code and evidence of output.

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Consider the box shown below, where 0 < x < 2, 0 ? y ? 1, and 0 < z < 1. The rectangular prism is subjected to an electric field given by \textbf{E} = -4xy\textbf{i} + -6y^2\textbf{j} + -x^2yz\textbf{k} a) Find the flow through the side where x = 2. \textbf{E} \cdot \textbf{n}dS = Note: remember to include differential elements such as dx, dy, and/or dz in your answer. Enter these as, e.g. *dx, *dy, and/or *dz. \iint_{rightside} \textbf{E} \cdot \textbf{n}dS = b) Find the flow through the top side. \textbf{E} \cdot \textbf{n}dS = \iint_{top} \textbf{E} \cdot \textbf{n}dS = c) Use Gauss's Theorem to calculate the total flow out of the box. div(\textbf{E}) = $\iint_{box} \textbf{E} \cdot \textbf{n}dS =

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