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steven thomas

steven t.

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The greater the load, the \_\_\_\_\_\_\_\_\_ the speed of shortening. faster slower there is no relationship between the load on a muscle and the speed of shortening

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which of the following is true when we processing inverted (upside-down) faces?

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ADDITIONAL REQUIREMENTS Before you begin coding, google “dollars to euros” to get today’s conversion rate. Make note of that rate, along with the date you recorded it, in a comment at the very top of your program. Example: #on July 1, 2020, one U.S. dollar was equal to .89 euros CALCULATIONS After you obtain the user’s input, use the following formulas to make your calculations: • euros = dollars * (dollars-to-euros conversion rate you retrieved online) • kilograms = pounds / 2.2 • tempF = tempC * 9 / 5 + 32 ITINERARY DISPLAY • For the bullets you may use your emoji of choice (or even multiple different emojis). The one shown in the sample is the globe with a code of U0001F30D. • Format your euros and kilos to decimal places using :.2f. Here’s a sample of what that will look like in your code: Page of 2 ZOOM + Write a program to help a U.S. traveler navigate the basic ins and outs of Europe. Your program should convert 1) dollars to euros, 2) pounds to kilograms, and 3) degrees Fahrenheit to Celsius. Here is the expected program output/behavior. Sample user input is highlighted yellow: How many U.S. dollars can you afford to spend on your trip?: 100.00 How many pounds of chocolate will you be buying?: 5 15 ITINERARY NOTES You have 89.00 euros to spend. @ Plan to buy 2.27kg of chocolate for family and friends. Bon voyage! Your program will prompt the user for dollars to spend, pounds of chocolate to buy, and the temperature in degrees Celsius. You will have to create appropriately named variables to receive those values with input(), as well as another set of variables to hold the converted values in euros, kilograms, and degrees Fahrenheit. Note that the values highlighted in yellow above are just sample input values. Your program should work with any values the user types in. IMPORTANT: Recall that all input comes into your program as string/text data. In order to be able to do math with the users input values, we must convert them to floats as they come in. Example: dollars = float(input()) Your program will convert dollars to euros, pounds to kilograms, and degrees Celsius to degrees Fahrenheit. Lastly, it will display a bulleted list of itinerary notes.

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6 OF 10 QUESTIONS REMAINING The actions of the Young Turks promoted a budding Turkish nationalism that promoted increased emphasis on the use of Turkish language and culture, including Islam. Beginning in 1909, Turkish nationalism resulted in the killing of thousands of Armenian Christians, a prelude to the massacre of Armenians that amounted to well over one million during World War I. A True B False Question 7 10 Points The so-called Balfour Declaration of November 1917 made "contradictory promises" to European Jews and Middle Eastern Arabs. "His Majesty's Government (Great Britain)," it proclaimed, promised "nothing shall be done which may prejudice the civil and religious rights of existing non-Jewish communities in Palestine." There were some sentminets in Great Britain that the migration of Jews to Israel would support the allied war effort and help maintain British domination of the Suez Canal. A True B False

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Find the value of y when x=-3 in the equation y-2x=5

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(a) Determine the Miller indices of the shadowed plane (b) Determine the indices of direction OT

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Discussion • Could we use the very same code from the previous slide for the toString() method of LinkedList? • If we had an iterator operation in the StackADT, could we use this very same code for the toString() methods of the StackADT implementations?

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Could someone please show work as to how they got K=47 as the final answer and what things to plug into the equations? Thank you! For A, B, C, D values, I think it's from Table C.1 Heat capacities of gases in its ideal state, so I have these values from it: CH3OH: A = 2.211 B = 12.216 * 10^-3 C = -3.450 * 10^-6 D = 0 CO: A = 3.376 B = 0.557 * 10^-3 C = 0 D = -0.031 * 10^5 H2: A = 3.249 B = 0.422 * 10^-3 C = 0 D = 0.083 * 10^5 Challenge Problem - Part I: Calculation of equilibrium constant The decomposition of methanol follows the equation: CH3OH -> CO + 2 H2, at 20°C and 5 bar. a. Determine the equilibrium constant. For this system, can AH be assumed independent of temperature? G0 = RT H = 1 RT K = 47 RT. R = 1 Table C.4: Standard enthalpies and Gibbs energies of formation F = 1 PdT = AAAT + JTo R T T, AC P dT = A4l1n + AB(7 JTO R T T AD = 1 1 2 T T2

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Approximating the integral \int_0^{10} 2^x dx with i) the Trapezoidal Rule with $n = 4$, yields $\int_0^{10} 2^x dx \approx$ The error in this approximation is ii) Simpson's Rule with $n = 2$, yields $\int_0^{10} 2^x dx \approx$

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Prove that \( \sin^4 \theta = \frac{3}{8} - \frac{1}{2} \cos \,2\theta + \frac{1}{8} \cos \,4\theta \)

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