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a. Show that the line through vectors p and q in Rn may be written in the parametric form x = (1 - t)p + tq.
b. The line segment from p to q is the set of points of the form (1 - t)p + tq for 0 ≤ t ≤ 1 (as shown in the figure below). Show that a linear transformation T maps this line segment onto a line segment or onto a single point.
E = z / 2 A sample of the reading scores of 35 fifth-graders has a mean of 82. The standard deviation of the sample is 15. a. Find the 95% confidence interval of the mean reading scores of all fifthgraders.
why the image of a point in P under the transformation T
The vectors a and b have magnitudes of 6 and 8 respectively. The angle between a and b is obtuse and the magnitude of a x b is 16. Determine the angle, to the nearest degree, between a and b.
Find the solution to the given system for the given initial condition
Calculate the mean, median, and mode of your collected data. Show and explain your calculations.
Describe the graph of the function in terms of a basic trigonometricfunction. Locate the verticle asymptotes and graph two periods
Three-person Problem of Points
How many 3-letter codes can be formed using the letters A,B,C,D and E?
of 84 adults selected randomly from one town 62 have health insurance. find a 90 confidence interval for the true
Find the unit vector perpendicular to each of a= 6i+2j+3k and b=3i-6j-2k
Determine the number of fence posts, placed 1 meter apart, needed to make a 100 meter fence.
A store purchased a box of 72 bars of chocolate. If the box cost P100.80 and each chocolate bars was sold for P2.00. What was the percent of Markon based the cost?
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