equation. 15W=85 IN ORDER TO FIND THE NUMBER OF CHARMS YOU NEED YOU HAVE TO DIVIDE. B. What would be a reasonable domain for this function based on this scenario? Explain why this is a proper domain. C. If Marco and his sisters have saved $250‚ make a graph to show all of the charms they could purchase with a bracelet if they had saved between $85 and $250. D. Marco found five charms that he likes. Using your function‚ determine the cost of the bracelet he would make. E. As they walked down the hall
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IT Guru to perform experiments and determine what frame size :256‚ 512‚ 1024 would be best used for a network Screen Shot I decided to use this screenshot because as it was one of the final results used in the lab‚ this was the result graph that influenced my decision of what frame size would be best. What have you learned from this lab? I learned how to use and apply different frame sizes to a network and how to run the results for them. Besides the network information‚ I learned
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up to depth 2. SEARCH STRATEGIES Q1. A. Show that DFS generates about O(bm) nodes in the search tree. B. Explain why DFS requires less memory than BFS. Q2. A. Starting from “a”‚ find the goal “e” using DFS with tree-search algorithm‚ and then with graph-search algorithm. d a c b e Page 2 of 2 You have to show: 1. 2. 3. 4. 5. 6. The search tree. The order in which nodes will be visited. The frontier at each step. The explored list The solution path. The frontier after the search is terminated
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data from 1950 to 1995‚ let us construct a graph using technology. Before graphing the data though‚ we must first determine the relevant variables‚ which are‚ the year and the population (in millions) of each coinciding year. The parameters are strictly confined to the data for the years 1950 and 1995 in the sense that the data cannot fall below the population number for the year 1950 and cannot fall above the data for the year 1995. Upon reviewing the graph‚ we notice that the data appears to increase
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Chapter Review 13–61 (Odds Only) on pp. 223–226 Solve each inequality. Graph your solutions. 13. w + 3 > 9 W + 3 – 3 > 9 – 3 W > 6 15. -4 < t + 8 -4 – 8 < t + 8 – 8 t > -12 17. 22.3 ≤ 13.7 + h 22.3 – 13.7 ≤ 13.7 – 13.7 + h h ≥ 8.6 19. You have at most $15.00 to spend. You want to buy a used CD that costs $4.25. Write and solve an inequality to find the possible additional amounts you can spend. a = Additional funds you can spend. a ≤ 15 – 4.25 21. -6t > 18 -6t-6 > 18-6 t < -3
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stiff the spring is. Using the equation Fs=-kx or‚ Fs=mg=kx; where Fs is the force of the spring‚ mg represents mass times gravity‚ and kx is the spring constant times the distance‚ we can mathematically isolate for the spring constant k. We can also graph the data collected and the slope of the line will reflect the spring constant. In the second part of the lab we used the equation T=2πmk‚ where T is the period of the spring. After calculating and graphing the data the x-intercept represented k‚ the
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STIN1013 INTRODUCTION TO ARTIFICIAL INTELLIGENCE Semester February Session 2012/2013 (A122) ASSIGNMENT_4 PROBLEM SOLVING AND SEARCHING Total marks: Deadline: Terms and Condition: 10 27th May 2013 1. Submission This is a group assignment. Each group must submit only ONE (1) answer script. Answers must be in computer-typed form; it only needs to be stapled on its top left without any plastic cover on it. 2. Assessment Assessment will be based on the submitted script. All members of the group will
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at the data points on your scatter plots‚ quantitative measures of the effects you are studying can only be determined by fitting a curve to your data. Curve fitting involves producing a statistically derived best-fit line of data points on the graph; not a hand-drawn or estimated line connecting data points. Once you have plotted your data‚ a Plot # tab will appear at the top of the Plot Data screen. Clicking on this tab will take you to the curve-fitting functions of LeafLab and allow you
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This file contains the exercises‚ hints‚ and solutions for Chapter 5 of the book ”Introduction to the Design and Analysis of Algorithms‚” 2nd edition‚ by A. Levitin. The problems that might be challenging for at least some students are marked by ◃; those that might be difficult for a majority of students are marked by . Exercises 5.1 1. Ferrying soldiers A detachment of n soldiers must cross a wide and deep river with no bridge in sight. They notice two 12-year-old boys playing in a rowboat by the
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When using functions‚ there are different ways to solve various values. Many companies use these functions to monitor business pertaining gross profit and many other operations such as adjusting productivity. Visual examples of these functions are graphs. They provide a visual relationship between composition and inverse solutions as well and the difference between profit gain and profit loss for a business. The following functions will be used to solve certain problems. ?(x) =
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