![]() ![]() The purpose is to keep confidential, personally identifiable, and sensitive student, employee, CASD, and other data and information secure from unauthorized disclosure and from being breached. Users must keep all School District (including but not limited to personally identifiable, confidential, and sensitive employee and student) information and data in the School District’s and in its contracted parties’ CIS systems including use of CASD’s secure email and CASD file storage (cloud and network) when communicating and saving student data. As such, the CASD Board has approved the Acceptable Use, Cloud Computing, and other policies, which require that those who use the system must comply with the policies. Note, it is possible that the final passenger(s) may embark the capsule prior to 10 pm, so the answer to this task may not be 10 pm + 6x.Įvaluate the number of capsules that will have a passenger(s) embark for any day, given the Ferris Wheel will commence at 4 pm and the time for passenger(s) to embark and disembark is considered negligible.Data Safeguards - Safeguards are in place to protect Chambersburg Area School District’s Computer Information System and the sensitive data that it contains. ![]() Using the Side-Side-Side Similarity Theorem In addition to using congruent corresponding angles to show that two triangles are similar, you can use proportional corresponding side lengths. Use the Side-Angle-Side Similarity Theorem. (which is usually similar to Remark 5 If the expected or allowed. 494 Chapter 8 Similarity 8.5 Lesson WWhat You Will Learnhat You Will Learn Use the Side-Side-Side Similarity Theorem. Present these heights in table form, with appropriate labelling.ĭetermine the time when the final passenger(s) will disembark the capsule and the Ferris Wheel cease for the evening (remember that the final passengers will embark no later than 10 pm). Understand geographical similarities and differences through studying the human and physical geography of a small area of a contrasting non-European country. 4 ELEMENTS OF LINEAR SYSTEM THEORY 4.1 System descriptions. i If- X two-pole switch 01 erji wu-ya zhengliuguan - iSSS,6f tungar 02 erjiguan. What are the minimum and maximum height of a capsule on the Ferris Wheel?ĭetermine the heights of each of the capsules on the Ferris Wheel while passengers either embark or disembark a capsule. i : dongli xinngsi ft) ft III W dynamic similarity 01 dongli. Mr and Mrs Spin would like you to do the following mathematical analysis and present the results in a report for their consumption. #If hli jlk by the sss similarity plus§ y is equal to the month that you are born plus 6 (e.g. § x is equal to the third digit of your id plus 3 (e.g. a=14) § b is equal to the last digit of your student id plus 2 (e.g. The variables a, b, x and y are as follows: § a is equal to 14 (i.e. It is modelled by □(□) = □ − □cos (□/ □) A passenger pays 3y dollars for a ride on the wheel. The height h, in metres, from the ground to a capsule, is measured from the ground to the ball on top of any capsule. ![]() ![]() The Ferris Wheel runs in an anti-clockwise direction. The process repeats until the final passenger(s) embark at no later than 10 pm each evening. Osborn had hoard of tbe arresU atid scisureof hli sloup. The time for a passenger to enter the capsule and return to the platform is 6x minutes. were cluniiuln-j on tbe Butten UluiKt lUle of the buyeomrurytoluw. Passengers embark and disembark the capsule from the platform (a maximum of 6 passengers are allowed at any given time). Below is a diagram showing their magnificent wheel: A passenger sits in a capsule and enjoys the ride and views. Mr and Mrs Spin operate a Ferris Wheel at various shows and carnivals. ![]()
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