"Surface area" Essays and Research Papers

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    Parachute Experiment

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    Parachute Experiment Aim: To investigate the effect of surface area on a performance (more the amount of a parachute better the performance) of a parachute. Hypothesis- More the amount of holes in a parachute‚ faster the rate of the fall. Variables: Dependent variable- The time it takes for the parachute to reach the ground. Control variables:Mass > Adding or subtracting mass from the load. > Clay can be molded around the load to increase mass. > Parts of the load can be cut off to decrease the

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    Problem Statement To determine how effective a container is‚ in adequately storing chocolate and how innovative the use of the package will be. Trigonometry Pythagoras Theorem and Calculus is used to determine: 1) The max cross sectional area of the pentagonal prism 2) The minimum value of the contents 3) Amount material needed for packaging 4) The minimum number of containers in order to make a profit

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    Maths Non Calc Paper

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    and the diameter of the top is d cm. The height of the frustum is h cm. The formula for the curved surface area‚ S cm2‚ of the frustum is (b) Rearrange the formula to make h the subject. h = ........................ (3 marks) Two mathematically similar frustums have heights of 20 cm and 30 cm. The surface area of the smaller frustum is 450 cm2. (c) Calculate the surface area of the larger frustum. ........................ cm2 (2 marks) —————————————————————————————————————————

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    Vernier Caliper

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    unit conversion. In this lab we measured the dimensions of a wooden block using a ruler and Vernier calipers‚ we also measured its mass using an electronic scale. We used all the measurements to calculate other properties of the block‚ such as its surface area‚ volume‚ and density. (89 words) Introduction: There is a huge difference between measuring a distance to be 10 cm using a ruler‚ using a caliper‚ and using a laser. A ruler can only measure distances reliably down to 1 mm. A set of calipers

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    AIMS The aim of this experiment was to investigate the effect of temperature rise on the rate of transpiration of a plant (hibiscus) by measuring the plant’s water uptake in a period of time. HYPOTHESIS Transpiration is the process by which plants loses water to the atmosphere from their leaves. Water in the plant is lost to the atmosphere by evaporation. Evaporation of water can occur at any temperature. In the presence of sunlight‚ water in the plants evaporates into the intercellular air

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    whose base angles are 55 each. If the lateral edge is 200 cm‚ find the lateral area and volume of the pyramid. 2 2 2 l – slant height h =(163.83) – (114.72) l o sin55 =200 h=116.96 cm o l=200sin55 l=163.83 cm e o cos55 =200 o 200cos55 =e e=114.72 2e=229.4 cm (163.83)(229.4) 2 2 S = 75‚175.2 cm S= 2 (229.4 )(116.96) 3 3 V= 2‚051‚181.2cm V= 4. Find the volume and total surface area of a frustum of a regular hexagonal pyramid if the base edges are 8 cm and 6 cm

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    Solid Mensuration

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    D = 702 144 = 180(n-2)n -36 n = -360 D= 102(10-3) D = 35 144n = 180 (n-2) n = 10 2D = 10(7) Answer: D = 35 #21. The ratio of areas between two similar triangles is 1:4. If one side of the smaller triangle is 2 units‚ find the measure of the corresponding side of the other triangle. Given: 2

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    straight line Otherwise‚ two straight lines are perpendicular to each other if the product of their slopes is –1. MEASUREMENT Area of triangle Area of circle Area of trapezium Curved surface area of a cylinder Volume of rt. circular cylinder‚ height h Volume of right circular cone‚ height h Volume of sphere Volume of right pyramid‚ base area A‚ height h Question 1 [5 + 3 = 8 Marks] Consider the function (a) Find the derivative of the function‚ to the simplest

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    curves up‚ with a flat side underneath. The opposite end is stable on the floor‚ going upward supporting a flat circular area. In the middle of that area is a hole‚ which can be described as a tunnel. Between the two ends‚ there is a loop that’s connected to both sides. The perimeter of the entire piece is a ruffle like surface. The sculpture is silver‚ with some dual and shiny areas. If you look close enough at a picture of the piece you can see circles or little dots that may be the screws. The overall

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    gown‚ consider only the area your can see down to the waist as the sterile area. The following practices must be observed: a. Sterile person keep hands in sight and at or above waist level. b. Hands are kept away from the face. Elbows are kept close to sides. Hands are never folded under arms because of perspiration in the axillary region. c. Changing. Table levels is avoided. If a sterile person must stand on a platform to reach the operative filed‚ the area of the gown below waist must

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