Numerade

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2 Two small smooth spheres $ A $ and $ B $, of equal radii and of masses $ k m \mathrm{~kg} $ and $ m \mathrm{~kg} $ respectively, where $ k>1 $, are free to move on a smooth horizontal plane. $ A $ is moving towards $ B $ with speed $ 6 \mathrm{~ms}^{-1} $ and $ B $ is moving towards $ A $ with speed $ 2 \mathrm{~ms}^{-1} $. After the collision $ A $ and $ B $ coalesce and move with speed $ 4 \mathrm{~m} \mathrm{~s}^{-1} $. (a) Find $ k $. [3] (b) Find, in terms of $ m $, the loss of kinetic energy due to the collision. [2]

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3. Download the Gaussian.txt found on Canvas and put it in the same directory as your code. Load the values from the file using numpy.loadtxt() Compute the following the sum, length, mean of all the values in the file. Then compute root mean square deviation (RMSD) $RMSD = \sqrt{\frac{\sum_{i=0}^{i=N}(mean-values[i])^2}{N}}$ Since the values in the Gaussian.txt is drawn from a Gaussian distribution. The mean and RMSD should be almost the same as a Gaussian centered at 10 and with a sigma of 2.

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The phase between cell divisions is known as Group of answer choices interphase prophase anaphase metaphase phagocytosis

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Which of the following phrases best describes how excitation is coupled to contraction in skeletal muscle fibers? View Available Hint(s) through calcium release from the sarcoplasmic reticulum through electrical impulses travelling along the sarcolemma through T tubules through cross-bridge formation Submit

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The __Act repealed the Glass-Steagall Act, putting U.S. commercial banks on the same competitive footing as European banks and providing a more level playing field for global banking competition. Multiple Choice Celler-Kefauver Sarbanes-Oxley Gramm-Leach-Bliley

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Example 2 Each day a stock price change is drawn from a normal distribution with mean \$0.2 and standard deviation \$1

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Which of the following individuals makes the day-to-day decision for the data with respect to data quality, content, and metadata?

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Prove that ∫(1/x^3)dx from -1 to 1 exists in Cauchy principal value sense but not in general sense.

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Given that X = A sin (3 ? ft) + A cos (5 ?ft) where f= 3500Hz, A= 2.5 1. Write Matlab code that shows the delta modulated version of the signal of x, use step size =0.6, A= 2.5. 2. Use POLAR RZ to encode the result of DM signal of part 1.

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Assume the following definition for one-way function: A function f: A?B is a one-way function, if f(x) is "easy" to compute with the current technology, and the inverse will take hours (or more) to compute with the current technology. Which of the following are one-way functions? Select all that apply. Question 2 options: f(x) = x³ mod 55, for all x ? {1,...,54}. f(x) = x³ + 1 for all real numbers x. f(x) = x³ mod n, for all x ? {1,..., n-1}, where n is the product of two primes of 2054 bit-length each. f(x) = x³ mod n, for all x ? {1,..., n-1}, where n is the product of two primes of 32 bit-length each.

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alvaro s.