.o Vodafone TR 00:33 Bitti MMU202HW1.pdf Problem 1 (5 points) The standard norma

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.o Vodafone TR 00:33 Bitti MMU202HW1.pdf Problem 1 (5 points) The standard normal probability density function is a bell-shaped curve that can be represented as: f(z) = -e-2 Plot this function from z--3 to 3. Label the y-axis as ‘frequency, and the x-axis as ‘z' and include an appropriate title Problem 2 (5 points) If a force F (in Newtons) is applied to compress a spring, its displacement x (in meters) can often be modeled by Hooke's law: F= kx, where k is the spring constant (in N/m). The potential energy stored in the spring U (in Joules) can then be computed as Six springs are tested and the followig data compiled F (N) 10 12 15912 16 r (m) 0.013 0.020 0.009 0.010 0.012 0.010 Store F and x as vectors and then compute vectors of the spring constants and the potential energies. Use the max function to determine the maximum potential energy and display a message to report this value Problem 3 (5 points) Here is some wind tunnel data for force (F) versus velocity (v); v(m/s)10 20 30 40 50 60 70 80 F(N) 25 70 380 550 610 1220 830 1450 This data can be described by the following function: F 0.2741 U 1.9842 Create a plot displaying both the data (using diamond symbols) and the function (using a dotted line). Plot the function for v= 0 to 100 m/s Problem 4 (10 points) The Maclaurin series expansion for the cosine function is 6 8 24! 68! Plot the cosine function (solid line) along with a plot of the series expansion (dashed line) up to and including the term x661 Use the built-in function ‘factorial, in computing the series expansion. Make the range of the x-axis from 0 to 3/2

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Ans :

6-15

if it was allocated, the costs of segments would be overstated and their margins would be understated. consequence, some segments would appear to be unprofitable and be eliminated. thus can cause the overall profit of the company appear less profitable.

6-16

There are often limits to how far down an organization a cost can be traced. Therefore, costs that are traceable to a segment may become common as that segment is divided into smaller segment units. For example, the costs of national TV and print advertising might be traceable to a specific product line, but be a common cost of the geographic sales territories in which that product line is sold.

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