nd SOLID MENSURATION REVIEWER (2 Semester 2011-2012) PYRAMIDS 1. A vessel is in the form of an inverted regular square pyramid of base edge 13 cm and the altitude is 25 cm‚ how many liters are in it when the depth of the water is 15 cm? A(small Square) h(Water) A(Big Square) = h(container) 2 A(small Square) 15 2 = 252 13 2 2 (15 )(13 ) 2 A(small Square) = 25 2 A(small Square) = 60.84cm 1 V = 3 Bh 1 V= 3 (60.84)(15) 3 V=304.2 cm 0.304.2 L 2. The lateral faces of
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Physics Final Exam revision b 11/7/14 Directions: It is important that you provide answers in your own words. Please focus only on information from the text/eBook to create your own solutions. Please do not use direct information from an outside source (especially copying and pasting from an “answer” website). Use of direct information from an outside source is against school policy. All answers will be checked for plagiarism. Instances of plagiarism can result in probation or possible
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length of a 1m id inside diameter pipe of 0.01m thickness. Use inside diameter as a flat plate [pic] [pic] Conduction through the wall of a sphere All arguments applied to the thin/thick walled pipe apply to this case‚ except we can go straight to the thin wall case because most spheres‚ for example those for storing liquid natural gas (LNG) have huge diameters relative the wall thickness. Note‚ one could also go straight away to
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The spheres of influence are: the government‚ the workforce and workplace‚ association and interests groups‚ and the community. Policy formation may occur in more than one sphere at a time‚ with action in one sphere can influence the action in another sphere (O’Grady‚ Mason‚ Outlaws‚ & Gardner‚ 2016). “Nursing places a significant role in influencing nursing and nursing practice” (O’Grady et al.‚ 2016‚ p. 13). There are many ways that nurses can influence policy formation in governmental sphere‚ for
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Emily woke up in the dark to an electronic beeping coming from her backyard. Tossing the blankets off her body‚ she quickly ran to the window and peered into the expansive garden. Among the rose and honeysuckle bushes‚ she could see two small spheres glistening softly in the moonlight. Each of the metallic balls had a small light‚ blinking in time with the strange noise. The lights were so bright that Emily could distinguish them from her bedroom window one hundred yards away. She was seven
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from his various poems. Donne’s fascination with spheres can be understood by reading some of his major works. This obsession with spheres rests partly on the perfection of these shapes and partly on the near-infinite associations that can be drawn from them. Donne used conceits to extend comparisons and to make thematic connections between otherwise dissimilar objects. For instance‚ in “The Good-Morrow‚” the speaker uses the motif of spheres to move from a description of the world to a description
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has undergone great economic changes. Kazakhstan slipped from the grasp of the Soviet Union and continues to develop into a great nation. Over the years of independence‚ Kazakhstan has made considerable progress in political‚ economic and social spheres to establish a democratic state with a market economy. The questions about the economic situation of my country have led me to develop a keen interest in Economics. There is no doubt‚ that the perspective of the Economy of Kazakhstan is closely connected
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Results: Since the mass of the ball bearing used in this experiment was very light‚ 20 balls were measured and the result was divided by 20 for better accuracy. This procedure was repeated for the sizes and the results are as follows: Diameter (mm) Mass (kg) 2 0.04 3 0.075 4 0.11 To find out the densities of the three balls‚ the following formula was used: Density= (mass of the ball)/(Volume of the ball)= mass/(4/3 π r^3 ) Density of 2mm ball = (0.04⁄1000)/(4/3 π 〖(0.001)〗^3
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Physics Final Exam revision c 4/8/15 Directions: It is important that you provide answers in your own words. Please focus only on information from the text/eBook to create your own solutions. Please do not use direct information from an outside source (especially copying and pasting from an “answer” website). Use of direct information from an outside source is against school policy. All answers will be checked for plagiarism. Instances of plagiarism can result in probation or possible
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Chapter 1: Physics and Measurement 1. The standard kilogram is a platinum-iridium cylinder 39.0 mm in height and 39.0 mm in diameter. What is the density of the material? 2. Two spheres are cut from a certain uniform rock. One has radius 4.50 cm. The mass of the other is five times greater. Find its radius. 3. Calculate the mass of an atom of (a) helium‚ (b) iron‚ and (c) lead. Give your answers in grams. The atomic masses of these atoms are 4.00 u‚ 55.9 u‚ and 207 u‚ respectively
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