Academic and Professional Integrity Elements 1. Feeling your feelings 2. Speaking authentic 3. Taking responsibilities 4. Don’t allow yourself to radiate negative energy 5. Stay away from negative people 6. Honesty is the key 7. The greatest asset that I have is the perception that other have of us 8. Explaining what you’re doing and how you’re doing it 9. Don’t lie 10. Keeping agreements Ethics and Integrity Situations 1. Reusing classmate’s paper 2.
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Home Maintenance Team C PRG/211 March 18‚ 2011 Home Maintenance Living in the bay area makes your home one of‚ if not the most‚ expensive investment you will ever make. With housing prices sky-rotting above half a million‚ it behooves you to maintain your house. When you maintain it on a regular basis‚ you avoid the much larger expenses of structural issues that come from putting things off. For example‚ a crack in the shower or bath tub in the second floor of your two story home will
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calculate and display a subtotal. 7. The program will calculate and display a final total for the items that are purchased. Input-Process-Output Chart Complete the following input-process-output chart for the application using a structured programming approach. Input | Process | Output | ResponseItemNameOrNumberItemQuantityItemPrice | Get User Input | ItemTotalSubtotalItemQuantityItemPrice | ItemQuantityItemPrice | Calculate Discount Price | Subtotal | Subtotal | Calculate Sales Tax
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Ruby is a dynamic‚ open source programming language with a focus on simplicity and productivity. It has an elegant syntax that is natural to read and easy to write. Ruby is a language of careful balance. Ruby is a pure object-oriented programming language. Ruby is simple in appearance‚ but is very complex inside‚ just like our human body. In Ruby‚ everything is an object. Every bit of information and code can be given their own properties and actions. Ruby has features that are similar to those
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ISSN 2039‐2117 Mediterranean Journal of Social Sciences Vol. 2 (6) November 2011 Maximization of Profit in Manufacturing Industries Using Linear Programming Techniques: Geepee Nigeria Limited Fagoyinbo‚ I. S. * Akinbo‚ R. Y. * Ajibode‚ I. A.* * Department of Mathematics and Statistics‚ Federal Polytechnic‚ Ilaro‚Ogun State‚ Nigeria ** Olaniran‚ Y.O.A ** Department of Marketing‚Federal Polytechnic‚ Ilaro‚Ogun State‚ Nigeria Abstract Any
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OBJECT ORIENTED PROGRAMMING CSC238 Lecture 3 – Common Algorithms Lecture 3 Objectives Common Algorithms Total T l Average Counting Minimum value and maximum value Ranged value Unlimited l U li i d value 1 Mohd Hanapi Abdul Latif Total / Sum group of values The algorithm in this application may be used to solve sol e problem such as s ch To calculate the total of payment for N employees; To sum the amount that a customer has to pay; To calculate the total of salary that a
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division algorithm to find the HCF of 135 and 225 8. Use Euclid’s division lemma to show that the square of any positive integer is either of the form 3m or 3m + 1 for some integer m 9. Prove that √3 is irrational. 10. Show that 5 – √3 is irrational 11. Show that any positive odd integer is of the form 6q + 1‚ or 6q + 3‚ or 6q + 5‚ where q is some integer. 12. An army contingent of 616 members is to march behind an army band of 32 members in a parade. The two groups are to march
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Explain the main differences among integers‚ rational numbers‚ real numbers‚ and irrational numbers. Integers are the natural numbers of (0‚ 1‚2‚3‚4….)and the negative non zero numbers of (-1‚-2‚-3‚-4….)and so forth. Integers are numbers without a fractional or decimal component. Example: 23‚ 5‚ and -567 are integers‚ 8.45‚ 5½‚ and √2 are not integers. Integers are any number that can be expressed as the ratio of two integers. All integers are rational because integers can be expressed as a ratio of
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SAT Math Hard Practice Quiz 5. How many integers between 10 and 500 begin and end in 3? Numbers and Operations 1. A bag contains tomatoes that are either green or red. The ratio of green tomatoes to red tomatoes in the bag is 4 to 3. When five green tomatoes and five red tomatoes are removed‚ the ratio becomes 3 to 2. How many red tomatoes were originally in the bag? (A) (B) (C) (D) (E) 6. A particular integer N is divisible by two different prime numbers p and q. Which of the following
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correspondence between the set of positive integers and that set. a. The integers greater than 10. This is countably infinite. Starting from the first integer greater than 10‚ which is 11‚ one can infinitely count upwards since there is no boundary on the right side of the number line for this instance. The equation ƒ(x) = x + 11 can be used to show a one-to-one correspondence. x: 1‚ 2‚ 3‚ 4‚ 5‚ 6‚ … ƒ(x): 11‚ 12‚ 13‚ 14‚ 15‚ 16 … b. The odd negative integers. This is countably infinite. Starting from
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