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Question1: The Citizens Banking Company is studying the number of times the ATM at an office complex is used per day. The table shows the last fifteen days use of the ATM.
83 64 84 76 84 54 75 59 70 61 63 80 84 73 68
[A] Find the mean number of times the ATM was used per day?[B] Find the median number of days the ATM was used each day?[C] What is the standard deviation for the sample data (round the nearest whole number)?
Question2. In problem number one above:
[A] What value sits at minus three standard deviations from the mean? [B] What value sits at two standard deviations from the mean?
Use Excel to perform polynomial interpolation on the given data and try to figure out the degree of the polynomial mathematically - perform polynomial interpolation on the following data.
The truth table and previously proven logical equivalencies
A union strike vote is scheduled for tomorrow, and it looks close. You expect 100 people to vote, and the probability that a typical individual will vote to strike is estimated to be 0.4. Suppose that the voters make their decisions independent from ..
De?nition of smoothness of functions on a smooth manifold is chart independent and hence geometric.
The marginal cost function
Objective questions based on regression.
Finding the side lengths of the given triangle - Evaluate the vertices of the triangle such that its area is a minimum.
Evaluate the number of license plate from the given data - how many different groups of 4 are made up of 2 boys and 2 girls?
Modeled the word problem mathematically like system of equations and solve by the matrix method - Determine the augmented matrix that represents the three equations
Graph of the function - Find an accurate graph of the function.
Application of differential calculus in economics: Profit, Cost and Revenue function - What is the maximum profit if each item is sold for $7? (Assume you sell every thing you produce.)
Evaluate critical points, end points, local extrema and global extrema - Evaluate f at its critical points and at the endpoints of the given interval. Identify local and global maxima and minima of f in the interval.
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