Portfolio Part 3: Critique / Review Aistear toolkit: video: Teaching through play Planning and organising play: An infant teachers experience Aistear is the curriculum framework for children from birth to six years. The Framework helps children grow and develop as confident and competent learners through fun‚ interesting and challenging experiences. The Aistear Toolkit is the place where you can access lots of practical resources online to help you get started with using Aistear. One of the topics
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http://addmathproject.scorespm.com/2011/05/spm-additional-math-project-2011-work-2.html Part I Cakes cone in a variety of forms and flavours and are among favourite desserts served during special occasions such as birthday parties‚ Hari Raya‚ weddings and etc. Cakes are treasured not only because of their wonderful taste but also in the art of cake baking and cake decorating. Find out how‚ mathematics is used in cake baking and cake decorating and write about your findings. Part II Best
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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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progresses through varied methods of error trapping. The final equation (below) has an error of 15 percent‚ a reduction of eight percent over the benchmark. process cost = K ( APave ) EFcom n Where K and n are constants‚ A is the cross-sectional area of the forging‚ Pave is the average pressure needed to produce the forging using the “slab” method of calculation‚ E is an escalation factor ($102.57 in this study)‚ and Fcom is a forging shape complexity multiplier. Approved: Bhavin Mehta Associate
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practicable degree of economy‚ convenience and beauty within available resources and time frame. If all artistic sense is forgotten in planning we start to build places that lack culture. Sure we can add an institution that may bring culture to that area‚ but the area itself lacks its own identity. If we didn’t have one balancing out the other we would have strict expressionless order or meandering urban undergrowth. So either on their own cannot produce great development‚ though they can create development
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V= Curved surface area‚ A‚ of cylinder of radius r‚ height h. Curved surface area‚ A‚ of cone of radius r‚ sloping edge l. Curved surface area‚ A‚ of sphere of radius r. Volume‚ V‚ of pyramid‚ base area A‚ height h. Volume‚ V‚ of cylinder of radius r‚ height h. Volume‚ V‚ of cone of radius r‚ height h. 1 3 Ah V = πr2h V= 1 3 4 3 πr2h Volume‚ V‚ of sphere of radius r. V= πr3 A a b c = = sin A sin B sin C c b a2 = b2 + c2 – 2bc cos A Area = 1 2 bc sin A
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persuasive speech that I choose was about uneducated voters. Overall I gave myself a fifty-five out of sixty as my overall score. My score was thought out using logic and reasoning from observing my speech online. The Light 2 only areas of content I didn’t give myself a five was familiarity with material‚ posture and facial expressions‚ pausing for effect‚ and pronunciation and diction. First I gave myself a four with familiarity because I tended to mumble at times because a
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4. If the length of a box is reduced to one-third of its original value and the width and height are doubled‚ by what factor has the volume changed? A. 2/3 B.1 C. 4/3 D. 3/2 E. depends on relative proportion of length to height and width 5. If the area of a circle is found to be half of its original value after the radius is multiplied by a certain factor‚ what was the factor used? A. 1/ (2π) B. ½ C. √2 D.1√2 E. ¼ 6. In terms of the original diameter d‚ what new diameter will result in a new spherical
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Fieldwork Report Introduction Aim To investigate the downstream changes in channel variables at Ashes Hollow Stream. Hypothesis “Discharge increases with Distance from Source” Location and description of the location Ashes Hollow Stream is an area fairly untouched by human activity‚ with safe‚ easy access and the Stream is shallow due to being in the Upper Course of the river. Methodology Risk Assessment Hazard Likelihood Impacts Severity Risk Mitigation Slipping Over 3 Sprains‚ Bruises
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sales of $350‚000 and returns of $50‚000‚ resulting in net sales of $300‚000. Step 3 of 4 Obtain retail square footage data for the store in question. The total retail square footage includes all area where stock is displayed‚ but does not include bathrooms‚ receiving areas or areas behind counters. For the example‚ assume a total retail square footage of 1000 square feet. Step 4 of 4 Divide the net sales by the total square footage to calculate sales per square foot. Following
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