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patricia muro

patricia m.

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Monochromatic light of wavelength 414 nm is incident on a single slit of width 32.0 micrometers. the distance from the slit to the screen is 2.60 m. Consider a point at y = 16.5 mm from the center of the central maximum

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What is the equation for each graph below? $y = 4sin(2\pi$ if a graph starts at the origin, we generally use sine, if a graph starts with a maximum value we use cosine

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68 EXERCISE 7: GRAM STAINING CONCLUSIONS 1. Of these three bacteria, which organism is the largest? 2. Did your results agree with the information in your text? If not, why not? QUESTIONS 1. Why do gram-positive cells more than 24 hours old stain gram-negative? 2. Can iodine be added before the primary stain in a Gram stain? 3. List the steps of the Gram-staining procedure in order (omit washings), and fill in the color of gram-positive cells and gram-negative cells after each step. Step 1 2 3 4 Chemical Appearance Gram-Positive Cells Gram-Negative Cells 4. Which step can you omit without affecting determination of the Gram reaction? CRITICAL THINKING 1. Suppose you performed a Gram stain on a sample from a pure culture of bacteria and observed a field of red and purple cocci. Adjacent cells were not always the same color. What would you conclude? 2. Suppose you are viewing a Gram-stained field of red rods and purple cocci through the microscope. What do you conclude?

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If X has density function given by, \(f(x) = c(1 - x^2)\) \(-1 < x < 1\ (a) (10 pts) Compute the value of the constant c (b) (10 pts) Compute \(var(X)\) (c) (5 pts) Compute the cdf of X, \(F(x)\).

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Straight wing airfoil (NACA2414 airfoil) aircraft and straight-tail (symmetric airfoil) has the following aerodynamic parameters (based on absolute angle of attack). Wing Chord: 25 ft. Wing Aspect ratio: 7.5. Wing Lift-Slope: 0.0839. Wing Aerodynamic Center: -0.045. Wing Leading Edge to Aircraft CG: 10 ft. Wing downwash on tail: 0.41. Tail Chord: 12 ft. Tail AR: 4.16. Tail lift slope: 0.0594 per degree. Tail AC: quarter chord. Tail Incidence: +1.5 degrees. Horizontal Tail Volume Ratio: 0.8 A) Find trimmed angle of attack (in degrees). B) Find Static Margin (in %). C) Distance from wing leading edge to neutral point (in feet).

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Which of the following is a factor of $16x^2 - 49$? x-1 4x+7 8x+7 8x+1

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Evaluate the Cauchy principal value of the given improper integral.\\ $\int_{-\infty}^{\infty} \frac{1}{x^2 - 6x + 10} dx$

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X482: Make Perfect Array The mere presence of oversized arrays makes Priscilla Perfect sick to her stomach. Such wasted space is an imperfection she cannot bear. As her oldest and dearest friend this worries you greatly. If you were a doctor you might try to find a cure to her sickness, but you are a programmer. A program must be written to alleviate her pain! For any array given that has empty slots create a new array that is perfect. Unused slots will have a value of 0. All unused slots are guaranteed to be at the end of the array. There will never be unused slots in the middle. java.util.Arrays has been enabled. Examples: makePerfect({1, 1, 4, 5, 6, 0, 0, 0, 0)) -> {1, 1, 4, 5, 6} makePerfect({1, 3, 4, 2, 6, 0, 0, 0, 0)) -> {1, 3, 4, 2, 6} 1 public int[] makePerfect(int[] arr) 2{ 3 4 5} X424: ArrayList - Coding Practice Write a method that reverses the contents of any given string array, then return the reversed conents as an arraylist. If the given array list is empty, return an empty array list. Examples: reverseContents({1, 2, 3, 4}) -> new java.util.ArrayList<Integer>() {{add(4); add(3); add(2); add(1);}} 1 public ArrayList<Integer> reverseContents(int[] contents) { 2 3} 4

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4. A sequential circuit with two D flip-flops A and B, two inputs x and y, and one output z is specified by the following next-state and output equations. $A(t+1) = xy' + xB$ (a) Draw the logic diagram of the circuit. $B(t+1) = xA + xB'$ $z = A$ (b) List the state table for the sequential circuit.

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?????? 1 One of these shows how much quantity supplied would respond to the change in price Price elasticity of demand Price elasticity of supply Cross price elasticity of demand Income elasticity of demand

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