Michael Moore Speech Prof. Isaacson Persuasive Outline Specific Purpose To persuade my audience why it’s bad for people to be on their phone while driving. Central Idea Driving and being on your phone can cause you to be un alert while driving‚ your endangering yourself and others and being on your phone will increase car accidents. Introduction How many of you guys are always on your phone either texting or making a call? Many of you guys are also are on your phone while driving
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Communication 2.00pm-3.40pm Informative Speech Outline Dreams and Ambitions Purpose: To inform my audience about how to follow your own dream and path‚ not following anyone else’s paths because they say you can’t do something. I. Introduction A. Greeting Good evening everyone. B. Attention getter Today‚ I’m going to tell you the stories of my life and someone who I looked up to. When I was in middle school‚ I was a dreamer and so was he. (Visual aid #1) One day‚ while watching Fast and Furious
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who have visited the building as well as watched documentaries and read articles on the building. E. Today‚ we are going to discuss how the Burj Al Khalifa is designed‚ built‚ and the constructional stability of the building. II. Body A. Key Point 1 A.1. The Burj Al Khalifa was architecturally designed in 2003 to be the tallest single standing structure in the world. (“The Tower”) A.2. The building was designed to be 2‚717 feet (830 m.) tall with 160 floors. A.2.a. The architects designed
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Essay on The Dramatic Point of View of "Hills Like White Elephants" This story‚ Hills Like White Elephants‚ is taken form the Objective (dramatic) point of view where the author is the narrator. The author doesn’t enter the mind of the characters at any time. He allows us only to see the characters as we would in real life. This is sometimes called the dramatic point of view. The only way we‚ the reader‚ learn anything about them is through what they say about themselves. If the story were
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HOW TO FIND OUT POINT GROUP Dr. Cyriac Mathew Symmetry elements can combine in a definite number of ways. For example consider BF3 molecule. It has the C3 axis as the principal axis. Also‚ there are 3 C2 axes perpendicular to the C3 axis‚ 3 σv planes‚ and one σh plane. All these symmetry elements can combine. Take NH3. It also has C3 axis as principal axis. There are 3 σv planes‚ but no C2 perpendicular to C3 or a σh plane. For the N2F2 molecule there exist one C2 axis and a σh plane but
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ON THE CONVERGENCE OF A CLASS OF INFEASIBLE INTERIOR-POINT METHODS FOR THE HORIZONTAL LINEAR COMPLEMENTARITY PROBLEM* YIN ZHANGt Abstract. Interior-point methods require strictly feasible points as starting points. In theory‚ this requirement does not seem to be particularly restrictive‚ but it can be costly in computation. To overcome this deficiency‚ most existing practical algorithms allow positive but infeasible starting points and seek feasibility and optimality simultaneously. Algorithms
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JINNAH 14 POINTS INTRODUCTION In 1928‚an All Parties Conference was convened to solve the constitutional problems of India.A committee was set up under Pandit Lal Nehru.That committee prepared a report which is known as "Nehru Report".This report demanded "Dominion Status" for India.Separate electorates were refused and the reservation of seats for the Muslims of Bengal and Punjab was rejected.In this report‚not a single demand of the Muslims was upheld. Since Nehru Report was the last word
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| | | |Chem201L | | Determination of an Unknown Compound using Mixed Melting Point Method Winnie Adrian Ibanez‚ Jerome Allan Japitana‚ and Dante Jimenez III Group no. 7‚ 2Chem a Department of Chemistry‚ College of Science‚ University of Santo Tomas‚ España‚ Manila‚ 1015‚ Philippines |ARTICLE INFO
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variables when tested by a researcher is called: (Points : 1) | Null hypothesis Type I error Type II error Negative interval | 2. Bivariate statistics refers to the statistical analysis of the relationship between two variables. (Points : 1) | True False | 3. Positive relationships between two variables indicate that‚ as the score of one increases‚ the score of the other increases. (Points : 1) | True False |
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business‚ specifically cost accounting‚ the break-even point (BEP) is the point at which cost or expenses and revenue are equal: there is no net loss or gain‚ and one has "broken even." A profit or a loss has not been made‚ although opportunity costs have been "paid‚" and capital has received the risk-adjusted‚ expected return.[1] It is shown graphically as the point where the total revenue and total cost curves meet. In the linear case the break-even point is equal to the fixed costs divided by the contribution
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