They also have a carapace‚ which is the upper section of the water flea’s external shell. The water flea has leaf-like limbs‚ in which they produce a current of water and filter food and oxygen to the mouth and its gills. According to some of my research‚ talking to my father‚ the Daphnia has a relatively low percentage of body fat; this may affect them the most when surrounded by alcohol. Daphnia Hypothesis: It is expected that the effects of the higher percent doses of alcohol and caffeine will
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Critical Analysis of Thomas Kuhn’s “The Structure of Scientific Revolutions” “In learning a paradigm‚ the scientist acquires theory‚ methods‚ and standards together‚ usually in an inextricable mixture. Therefore‚ when paradigms change‚ there are usually significant shifts in the criteria determining the legitimacy both of the problems and of proposed solutions.” – Thomas Kuhn. This quote is from Thomas Kuhn’s work The Structure of Scientific Revolution‚ in which Kuhn describes his view on science
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of my favorite activities is tennis‚ a sport I have played for the majority of my life. My father is a phenomenal tennis player‚ so I played tennis from a young age with him. Tennis is important to me‚ being my main sport and the only one that I excel at. Also‚ playing tennis gives me euphoria‚ and it motivates me to play tennis. It seems as if I was made to play tennis. Tennis is an inseparable part of me‚ and I am proud of it. And no matter how you look at it‚ tennis has a significant role in shaping
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Dear Mr. Smith‚ This letter confirms our understanding of the arrangements for our audit of the financial statements of Apollo Shoes‚ for the year ending December 31‚ 2012. We will audit Apollo Shoe’s balance sheet as of 12/31/2012‚ along with the related income statement‚ statement of retained earnings‚ and statement of cash flows for the entire year of 2012. We will provide a professional opinion based on the information found in the audit. All of the financial statements will be the responsibility
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remained determined and strived to accomplish my goals. As I enter high school one of my main goals was to make the varsity tennis team. During my freshmen year I practiced every day for the first 3 months of school hoping that I could just make the team. Unfortunately I tore a ligament in my wrist for the second time which prevented me from practicing till right before the tennis season started. I ended barely making the JV team which was very disappointing‚ but it only motivated me for next year.
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love shoes‚ everything from my black combat boots to my sparkly gold stilettos. My favorite pair of shoes‚ happens to be a simple pair of slip on shoes‚ that I painted to look like Hogwarts from Harry Potter. (Attention Getter) I have been painting for most of my life‚ and discovered that shoes are my favorite thing to paint on. Decorating my slip-ons was the first time I’d painted shoes‚ but since then‚ I’ve painted six or seven pairs. (Establishing Credibility) This particular pair of shoes is very
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Pink Sparkly Shoes I love James‚ I honestly do. You’ve always been the one‚ caring and motivating me to live life to the fullest. We’ve been through so much together. And on a further personal level‚ you’ve become my soul mate. We are perfect for each other‚ we are both on the school soccer team‚ we fancy maths‚ and own Yorkies called “Suzie”! But‚ unfortunately‚ I could only cope with so much. Relationships‚ do not last forever‚ and we—that is‚ my friends‚ I—have considered every possible way in
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Set 1 1. To separate sand and camphor in pure state from the given mixture of sand and camphor. 2. To separate sand and salt in pure and dry state from the given mixture of sand and salt. 3. To prepare common salt by treating acid with base. 4. To prepare crystal of copper sulphate from the given mixture of sand and copper sulphate. 5. To prepare barium sulphate by treating barium chloride with dilute sulphuric acid in pure state. 6. To separate sand and calcium carbonate
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1 Proving of Identities Answer the following: cos(θ − β) = tanθ + cotβ is an identity. cosθ sinβ 1. Show that 2. Prove that sin(x + y) + sin(x − y) = 2 sinx cosy. 3. Verify that sin(x − y) tanx − tany = sin(x + y) tanx + tany 4. Derive an identity for cos3θ in terms of cosθ. 5. Prove that sin2θ + sinθ = tanθ is an identity. cos2θ + cosθ + 1 2tanθ = sin2θ is an identity. 1 + tan2 θ 6. Verify theta 7. Prove that x 2 − tan2 = 1 is an identity. 1 + cosx 2 8. Show
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Lab RepoRt assistant This document is not meant to be a substitute for a formal laboratory report. The Lab Report Assistant is simply a summary of the experiment’s questions‚ diagrams if needed‚ and data tables that should be addressed in a formal lab report. The intent is to facilitate students’ writing of lab reports by providing this information in an editable file which can be sent to an instructor. obseRvations
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