Consider a capital budgeting example with 5 projects from which to select.
Consider a capital budgeting example with 5 projects from which to select. Let x1 = 1 if project a is selected, 0 if not, for a = 1, 2, 3, 4, 5. Projects cost $100, $200, $150, $75, and $300 respectively. The budget is $450. Write the appropriate constraint for the following conditions: Choose no fewer than 3 projects. If proj ...continues
Please see attachment.
Newton's interpolating polynomial
see attachment Use Newton’s interpolating polynomial to approximate the function: f (x) = e^ (–ax2) a = 1.1125 Construct approximation using the values f (x) at x= -2, -1, 0, 1, 2. Call this approximation N(x). ii) Compute the value of the integral accurate to 1 decimal place. iii) Compute sufficient ...continues
Please see attachment Compute the Lagrange interpolating polynomial L(x) for the function f(x) f (x) = √(cos(ax)) a = 1.1125 passing through the points (0, f(0)), (0.5, f(0.5)) and (1, f(1)). Let S1 be the first Simpson’ rule approximation to Show that
The lakeside boatwork is planning to manufacture three types of molded fiberglass recreation boats, a fishing (bass0 boat, a ski boat, and a small speedboat. The estimated selling price and variable cost for each type of boat are summarized in the following table Bass $12,500 $23,000 Ski 8,5000 18,000 speed ...continues
Two related questions. First - I need a good way to display error bars on a scatter plot. I have a set of x and y data, that I have attached as a text file along with y+err and y-err data (denoted +/-). The err values vary from point to point, and +err and -err are not necessarily the same. Second - I am using the data to ...continues
17 64 91 41 17 17 91 91 What is the median of this data? How many modes does the data set have, and whatr are their values? Indicate the number of modes by selecting the appropirate line and then indicate the values of the modes, if applicable. 1. zero modes 2. one mode 3. two modes
