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1. Determine whether a linked list contains a loop as quickly as possible without using any extra storage. Also, identify the location of the loop.
2. Give an algorithm for finding an ordered word pair (e.g., "New York") occurring with the greatest frequency in a given webpage. Which data structures would you use? Optimize both time and space.
Food Classic Pizza offers pepperoni, mushrooms, sausage, onions, peppers, and olives as toppings for their 7-inch pizza. How many different 3-topping pizzas can be made?
What is the total absorptivity of the surface? If it is assumed that ελ = αλ and that the surface is at 1000 K, what is its total emissivity? What is the net radiant heat flux to the surface?
Find the after-tax rate of return for the following offshore platform equipment. The equipment, designed for special jobs, will cost $2,500, will have no salvage value, and will last 5 years. Revenue minus expensed is estimated to be $1,500 in year 1..
What are some of industry's best practices for access control methods? What are some common access control models and the differences between each?
Use vim (Lab Manual, page 34) to create a file named short with the follow¬ing line in it: echo 'hi there'
You have $90000 saved today and want to purchase a new yacht when your money grows to $300000. If you can earn 10 percent on your investments, how long do you have to wait to buy your yacht?
Create a program with the following specifications: Reserve space in memory for an array of words of size 10. Use the '.space' directive. The array is called my array.
What are two concepts from our readings this What are two concepts from Paul and Elder other than egocentrism that you can apply to the situation you described?
How many different arrangements of the letters in this word are possible? Write this number as a factorial. (Hint: First solve a simpler problem to see a pattern, such as how many different arrangements are there of just 2 letters? 3 letters?)
Write a function named daycount() that accepts a month, day, and year as its input arguments.
Point out which of the following functions can exist and which cannot. Provide either reasons for functions that cannot exist, or examples for functions that can exist a. A bijection from Ø to 2^Ø b. A bijection from ? to ?
How many unique integer values can be represented in an 8-bit two's complement representation?
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