Question

$\tan \: x \: dx = log ( \sec(x) ) + c$
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Answer 1

Answer:

Write a program that shows the formatted retail price of shirts when there is a 15% markdown. Test the program by performing a compile time initialization with an item labeled “Open Collar Running Shirt,” which has a wholesale price of $41.00. How much savings is expected with the markdown? Display appropriately labeled retail and markdown values for the shirt. Once you get that running, go back into your source code; add lines of code that will reassign the memory location’s values for a Razorback T-Shirt, which has a retail price of $36.00. Add additional lines of code, which will display the new item’s information along with the previous item. What happens if the markdown goes to 20% or 10%? Also, Write Pseudo Code/Algorithm and Draw Flow Chart for This Problem.

Step-by-step explanation:

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