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Question: Janette Douglas is coordinating a bake sale for a nonprofit organization. The organization has acquired $2,200 in donations to hold the sale. The following table shows the amounts and costs of ingredients used per batch of each baked good.
One batch of each results in 10 brownies, 12 cupcakes, 8 peanut butter cups, and 12 shortbread cookies. Each batch of brownies can be sold for $6.00, cupcakes for $10.00, peanut butter cups for $12.00, and shortbread cookies for $7.50. The organization anticipates that a total of at least 4,000 baked goods must be made. For adequate variety, at least 30 batches of each baked good are required, except for the popular brownies, which require at least 100 batches. In addition, no more than 40 batches of shortbread cookies should be made. How can the organization best use its budget and make the largest amount of money?
Write the exponential equation in logarithmic form. log864 = 2 - Find the exact value of the logarithmic expression without using a calculator. log636
a sunco oil produces oil at two wells. well 1 can produce as many as 150000 barrels per day and well 2 can produce as
Linear programming applied to Aggregate Production Planning of Flat Screen Monitor
Examine the stem plot for US retail gas price (in dollars per gallon) from May 4, 2012: (You must use proper reasoning when interpreting the stem plot.)
1 every convergent sequence contains either an increasing or a decreasing subsequence.?proof suppose that limas n goes
Calculate both sides of the Markov and Chebyshev inequalities as functions of x > 0 - Use the inverse transform method to simulate 100 realisations of X and plot on the same graph.
A florist is planning to make up floral arrangements for the upcoming holiday weekend. He has following supply of flowers in stock this Friday and he cannot get any more.
What should be the minimum value of DFT length N so that each tone is detected with no leakage in the adjacent DFT bins. The same algorithm is used for each tone
Math 164 - Project One - Classify the observed symmetries of solutions and note the symmetry-breaking bifurcations and discuss critical points, compare theory to numerical results.
Write a short account commenting on these two methods, explaining why the alternative approach is likely to be considerably quicker for a list of 100 names.
Problem: The following circuit was in a DC steady state at t = 0- and the switch opened at t = 0.
Problem 1: Find the value of y(4) when
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