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Question: 1. Consider the previous problem, this time assuming that we specify which member of each couple leads first. How many ways are there to pair-and specify the dancers?
2. Figure shows a polyhedron with 60 vertices. (Note that at each vertex, two squares meet one triangle and one pentagon.) How many edges does it have? Explain, perhaps by over counting carefully.
Assume that the number of multiplications of entries used to multiply a p × q matrix and a q × r matrix is pqr.
Using graph paper (or a computer program), draw the PPF for pizza and books, being as exact and neat as possible.
1. Analyze marketing strategies in reaching markets with their products or services. 2. Continue with a detailed description of marketing management strategies used in the implementation of the marketing plan.
Show that there is a one-to-one correspondence between the number of ways to put ten identical marbles into three boxes and the number of ordered triples.
A farmer wants to set aside a rectangular plot of land to contain 580 square meters. If the width is 19 less than the length, find the dimensions of the plot.
What is the mean and standard deviation of the number of individuals with conditions caused by outside factors?
lucy noticed that 253 and 181 have a special property: the sum of each number is equal to 10. 253: 2+5+3=10. 181:1+8+1=10. how many three-digit numbers have this social property?
If you roll two standard six-sided dice and take the sum of the numbers on each die, which sum happens most often? Be sure to show your work for full credit.
the future lifetimes tx and ty are independent and each has the distribution de?ned by the p.d.f.fy 0.0210 - t 0 lt t
Discuss the use of manipulatives in the teaching of mathematics. What is your experience with using them as a student and as a teacher? How have your views changed as a result of this week's lessons?
In developing your responses, consider - at a minimum - and discuss the application of each of the course elements in analyzing and making decisions about data (counts and/or measurements)
Find the solution of the given linear equation - Evaluate the time and the height at which she opens her parachute.
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