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1. Find the following limit of right Riemann sums by evaluating the definite integral that it represents:
limn→∞ k=1Σn (1 + (4k/n))(4/n)
2. Write down a right Riemann sum that approximates the following integral and evaluate the integral by finding the limit directly. Hint: the formulas for sums of positive integer powers will be helpful here.
0∫1 x2 dx
question points m-1 8 and n3 -4 lie on the graph of y -3x 5. which of the following points is collinear with m and
Your salary in year 1 is $65,000. You deposit 6% at the end of each yearin a savings account that earns 4% interest compounded daily (360days/yr.). Your salary increases by 3% per year. What value does your savings account show after 40 years?
A mall has three department stores, JC Penney, Macy's, and Sears. A survey of 2,118 people exiting the mall found that 433 made a purchase at JC Penney, 412 made a purchase at Macy's, 638 made a purchase at Sears
You are given that c = 20, λ = 5. All you know about X is that E(X) = 3. What is the probability that the surplus will eventually drop below its initial value?
Verify that 18^3 - 1^3 = 17* 7^3 and find a point on the curve x^3 + y^3 = 17 with rational coordinates.
question 1 a firm has an opportunity to invest 80000 today that will yield 92000 in one year. if the interest rates are
Determine an equation for the right bisector of the line segment with endpoints P(-5,-2) and Q(3,6)
This problem will use the subprime data to walk you through calculating a difference in means test. To begin this problem first download subprime data and load it into STATA.
currently, tyrone has $60 and his sister has $135, both ger an allowance os $5 each week. tyrone decide to save his entire allowance, but his sister spends all hers each week plus an additional $10 each week. after how long will they each have the..
Chemco Corporationproduces a chemical mixture for a specific customer in 1,000-pound batches. Themixture contains three ingredients-zinc, mercury, and potassium. The mixturemust conform to formula specifications that are supplied by the customer. The..
Find the Taylor polynomial of degree n approximating the given function near x = 0. Using a graphing utility, sketch the given function and the Taylor approximation on the same coordinate system.
Consider the Poisson equation uxx = f on the interval (0,1) subject to the boundary conditions ux(0) = α (Neumann), and u(1)= β (Dirichlet). Find the solution using Green's Function approach.
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