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claudia arroyo

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Question 20 1 pt A recent study reported that 22% of adults in France admitted to texting or e-mailing while driving. A random sample of 110 French adults was randomly selected. What is the probability that 26 or more of these adults admitted to admitted to texting or e-mailing while driving? 0.2218 0.3393 0.5748 0.4030

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How does cell wall structure of bacteria affect susceptibility to antibiotics (those used in your sensitivity testing)?

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The rotational constant Be for D2 is 30.429 cm-1. What is the equilibrium bond distance re for this molecule?

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What does the term 'key size' refer to in encryption? The number of algorithms used The size of the encrypted message The length of the key used in conjunction with an algorithm The amount of data being encrypted

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Problem 5: (11% of Assignment Value) Let's imagine that the Earth is a solid sphere of radius RE=6.371\times 106m on which tightly-packed layers of tennis balls are going to be added until we have Avogadro's number of tennis balls. The tennis balls have an average radius Rball=3.43cm . There will be space between the balls, so let's assume that that adds 26 percent to the overall volume of the tennis balls. We'll also assume that the tennis balls retain their size and shape and are not crushed under their weight. Part (a) If h designates the height of the top layer of tennis balls above the surface of the Earth in kilometers, write an expression for the increase in volume of the earth with the tennis balls compared to the volume of the earth itself. \Delta V = | \beta \gamma \pi \theta d g h j k m n P R RE S ( ) 7 8 9 HOME ↑^ ^↓ 4 5 6 ← / * 1 2 3 -> + - 0 . END √() BACKSPACE DEL CLEAR Grade Summary Deductions 0% Potential 100% Submissions Attempt(s) Remaining: 30 0% Deduction per Attempt detailed view 30 Submission(s) Remaining Hints: 0 for a 0% deduction. Hints remaining: 0 Feedback: 5% deduction per feedback. Part (b) Determine the volume in cubic meters of Avogadro's number of tennis balls. Include the additional percentage for space between the balls as described in the problem statement above. Part (c) Determine the height, in kilometers, of the top layer of tennis balls above the surface of the Earth .

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Now that you have one of the two variables in Part D isolated, use substitution to solve for the two variables. You may want to review the Multiplication and Division of Fractions and Simplifying an Expression Primers.

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A lower interest rate ______ the feasible set for borrowers and ______ the feasible set for lenders. decreases; increases

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Aree has a smoothie business. The average price of smoothies in her city rises, and this encourages Ar price and the quantity that she produces. Her response to the price increase is an example of price func a. message. b. incentive. c. reflex. d. bundle of information.

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Texts: Question 3 [13 marks]. Write out the negations of the following propositions: a ¬(amm<8Am2) b ¬(bVxVyx-xy+y<0) c ¬(VxVy3(x+y=->0)

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Q? = 5µC located at (3, 2, 1) Q? = -4µC located at (-4, 0, 6) • Find the force on a +1µC test charge Q placed at (0, 5, -6). Problem 2: A ring placed along $y^2 + z^2 = 6$ [m], $x = 0$ carries a uniform charge of 10µC • Find $\vec{D}$ at P(3m, 0m, 0m) Problem 3: Let $\vec{E} = xy[\vec{u}_x] + x^2[\vec{u}_y]$, Find:

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