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Pretend you own a company that sells items over the Internet. You decide that shipping costs will be based on the total weight of a customer's purchase.
Write a piecewise function for your shipping charges. Include from three to five weight intervals.
Post your store name, briefly describe the types of items you sell (for example, pet toys), and give a description of your shipping-charge function (clearly state the rules, and the domain intervals to which they apply). Answer the following:
Is your shipping-charge function a step function? If yes, look on the discussion board for a student who did not write a step function. If everyone wrote a step function, discuss how shipping charges could be determined by using a piecewise function that is not a step function. Describe pros and cons of using each type of function to determine shipping costs.
Find a store on the board, other than your own, and pretend you are making a purchase from their website. The package of goods they are shipping to you weighs 25 pounds. Determine the shipping charges. Confirm the charges with the store owner.
A merchant mixed 10 lb of cinnamon tea with 5 lb of spice tea. The 15 pound mixture sells for $40. A second mixture includes 12 lb of cinn tea and 8 lbs of spice tea. The 20 lbs mixture sells for $54. Find the cost per lb of the cinn tea and the s..
Problem on transportation
Equation of motion.
Solve the following quadratic equations
Choose three integers a, b, and c. (Negative numbers are welcome.) Now use a, b, and c to create a trinomial ax2+bx+c. Can you factor this trinomial? How would you create a trinomial that will factor?
Draw and shade the area of the 2 equations to find the final solution. I need help from a expert with this. 3y + x + 6 > 0
Show the concave structure clearly as well as the behavior of the graph for |x| lage ad for x near any discontinuities of the function.
a triangle has a perimeter of 34 inches. the medium side is 4 more than the short side and the longest side is 4 times
Using a Karnaugh map (K-map), reduce the following Boolean to its simplest form and implement it using POS (Products of Sum)
Determine the quadratic function f whose vertex is (3, -2) and passes through (2, 1)
Solve the problem graphically. Be sure to check your solution. 4y = x + 4x = y + 2
Use the result in Exercise 10 to show that the set of points (x, y, z) in R3 for which the matrix
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