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Write out several rows of Pascal's triangle. Circle the first 1 of any row. Go over one entry to the right and then one entry up and to the right, and circle that second entry (see Figure 8.1). Repeat this procedure until you run out of triangle. Then compute the sum of the entries you marked.
Do this procedure for several rows. What numbers do you get? Make a conjecture, then formulate your conjecture as an identity involving binomial coefficients. Finally, prove your conjecture is correct.
In a chemical reaction, a certain compound changes into another compound at a rate proportional to the unchanged amount. Find the arc length of the graph of the function y = 2x3/2 + 3 over the closed interval [0, 9]
Find the Model h(x)=? What is the maximum acceleration experienced by the passengers if the plain maintains a constant horizontal velocity of 150 knots?
Find the solution of Ax = B. Write it in vector form (i.e. the sum of a fixed vector and a linear combination of vectors with free variables as coefficients).
the distanc3e between points A and B is 50 ft. Angle A measures 70 degrees, and angle B measures 65 degrees. A bridge will be built between points A and C.
which station is really selling the cheaper gas and how much cheaper is that gas?
A jury pool consists of 27 people, 14 men and 13 women. Compute the probability that a randomly selected jury of 12 people is all male.
Find the component form of the vector v that has an initial point at (1,-2,2) and a terminal point at (3,-3,0) find the component form of the vector w if ||w||=4 and points in the direction opposite v. hint: normalize v first.
An ice cube that is 8 cm on each side is melting at a rate of 5 cm3 per minute. How fast is the length of the side decreasing?
what are formulae for its nth Taylor polynomial at a and its Taylor series at a? 12. What is the statement of the Error Theorem for Taylor polynomials? 1. What is the meaning of "a power series in (x - a)"?
the initial price of a cup of coffee is 1.5 and at that price 200 cups are demanded. if the price falls to 0.90 the
A rancher has 1200 ft of fencing to enclose two adjacent rectangular regions of equal areas. express the area A of the two rectangles as a function of the width x.
question 1 for each of the following constraints draw a separate graph to show the non-negative solutions that satisfy
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