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cynthia simmons

cynthia s.

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Calculate the mass in grams of 4.20 millimol of hydrogen bromide (1 millimol = 1/1000 mole). g

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Consider each of the following argumentative passages and indicate (1) whether it commits a fallacy and (2) whether, specifically, it commits the fallacy of false dichotomy. (Note: It is possible for a single argument to commit more than one type of fallacy. Also, if an argument commits a different fallacy altogether, indicate that it does commit a fallacy, but not the "false dichotomy" fallacy.) Passage A Are you going to go to the party with us, or are you going to be a loser your whole life? Passage A commit a fallacy; specifically, it commit the fallacy of false dichotomy. Passage B Every hockey player on team A has more individual talent than the players on team B; therefore, team A is a better hockey team than team B. Passage B commit a fallacy; specifically, it commit the fallacy of false dichotomy. Passage C Bill Jones says that Zippy Motor Corporation makes "the best car for the money." Bill Jones is certainly an expert on cars, since he built Zippy Motor Corporation into one of the top car makers. So, Zippy really must make "the best car for the money." Passage C commit a fallacy; specifically, it commit the fallacy of false dichotomy. Passage D Joey is on the Blue team and Cindy is on the Red team. If you would like to play, you can be on only one of those two teams. So, you can either be on Joey's team or Cindy's team, but not both. Passage D commit a fallacy; specifically, it commit the fallacy of false dichotomy. Passage E If you raise my grade on the final exam just a little bit, Professor, that will be enough to raise my course grade to an A. I have to get an A in Logic, or else I'll just die! Surely, it is obvious why you must raise my grade. Passage E commit a fallacy; specifically, it commit the fallacy of false dichotomy.

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Solve the following quadratic equation by factoring. $x^2 - 6 = x$ Select the correct choice below and, if necessary, fill in the answer box to complete your choice. A. The solutions are x = (Simplify your answer. Use a comma to separate answers as needed.) B. There are no real solutions.

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Question 30 3 pts Answer based on the price elasticity of demand in question 29. Suppose, the price of resources decreases, what happens to the total revenue of producers? O Decreases O Unknown O Increases O No change

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In Meiosis, if the parent cell at the beginning of meiosis I has 20 PAIRS of chromosomes, then how many chromosomes will the FINAL daughter cells have? a) 40 b) 10 c) 20 d) 18 e) 5

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A car is driving down a level highway at vo = 100 mph (44.7 m/s) when suddenly it runs off a 10.0 m high cliff. x=xo+vot+at2 v=vo+at a) Draw a good well-labeled diagram of this in the space below. Remember what v2=vz+2ax well-labeled means. Add a coordinate system with the origin at the TOP of the cliff x=Xo+(vox+v)t and the +y-xis point up. Sketch the trajectory (the path) of the car until it hits the ground. Use the subscript f(for final) for this point. b In this situation,the acceleration vector a = g and has a magnitude of 9.8 m/s directed down Therefore: the y-component ay = include a sign) and the x-component ar = c) Use the kinematic equations to fill out the table below. [Hint: values for y and vy are the same as the 1-D falling motion activity, apart from the sign.] Put the simplified algebraic solutions to the right - a single derived equation for each of y, vy, x and v. Throw out zero quantities. Use g where appropriate. Equations y Vy X Vx 0.0 s om 0 m/s 0 m 44.7 m/s 0.50 s 1.23 m 4.90 m/s 1.0 s 1.50 s d) Find the time of flight t to the point at which the car hits the ground. (Hint: use your y eqn from above. As always, solve algebraically first, then plug in numbers with units.)

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5. (a) (5) Estimate the error if $e^{-x^2}$ is approximated by $1 - x^2 + \frac{x^4}{2!}$ in the integral $\int_0^1 e^{-x^2} dx$. (b) (5) Find the terms in the Maclaurin series up to, and including, $x^3$, for the following function (you may use known series): $f(x) = \frac{\sin 2x}{1 - x}$

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1. The two modes of operation for the 7490 DECADE COUNTER are BCD COUNT MODE and BIQUINARY MODE. Provide the connection diagram, count table and identify the main purpose for each mode. 2. Design a 4-minute timer using a 1Hz input clock, three 7490 DECADE COUNTERS (i.e. use 2 decade counters for the seconds and 1 for the minutes) and any other necessary components. 3. Design a circuit that uses ONLY 7490 DECADE COUNTERS to produce a symmetrical (50% duty cycle) 100kHz output square wave from a 20MHz input square wave. 4. When considering the transfer of data (i.e. with regards to registers): a) what is the advantage of parallel over serial? b) what is the advantage of serial over parallel? 5. Provide a circuit that can be used to LOAD one bit of DATA into a D FLIP FLOP using the ASYNCHRONOUS INPUTS.

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25. Dilco Corporation expects to pay a dividend of $5 per share next year, and the dividend payout ratio is 75%. If dividends are expected to grow at a constant rate of 8% forever, and the required rate of return on the stock is 18%, calculate the present value of growth opportunities (PVGO). a. $50.00. b. $37.04. c. $22.22. d. $12.96. Please Show Your Calculation Stens Bolour

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Help Finding Part B Problem 3: A car with mass m = 1001 kg is traveling west through an intersection at a magnitude of velocity of ve = 5.5 m/s when a truck of mass m = 1500 kg traveling south at v = 62 m/s fails to yield and collides with the car. The vehicles become stuck together and slide on the asphalt, which has a coefficient of friction of μ = 0.5. N(y) m E(x) Ctheexpertta.com 50% Part a: Write an expression for the velocity of the system after the collision, in terms of the variables given in the problem statement and the unit vectors i and j. v = (-m * v_e + m_i - m * v_m + m * j) 50% Part b: How far, in meters, will the vehicles slide after the collision? Grade Summary Deductions: 0% Potential: 100% sinθ cosθ tanθ cotanθ asinθ acosθ atanθ acotanθ sinhθ coshθ tanhθ cotanhθ Degrees Radians Submissions Attempts remaining: % per attempt detailed view

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