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TeachingRE Issue 4.pdf - the Second Level Support Service

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Are We Missing Something Here?1000 million million people is more people than have ever existed in <strong>the</strong> entire history of <strong>the</strong> human race.And wehaven’t even looked at <strong>the</strong> person sitting beside you! 2000 years ago, <strong>the</strong>re were only 300 million people estimatedto be alive. Could we all be related this closely? The answer is yes. What brings <strong>the</strong> Maths back in line with <strong>the</strong>historical reality is that you only need to go back 8 to 20 generations to find a common ancestor with anybody inyour native country. Unless of course, you are of a certain noble stock. Steve Jones again, on aristocratic family trees.Alfonso, <strong>the</strong> Infante of Spain, who died in <strong>the</strong> 1960s, had just twelve – ra<strong>the</strong>r than more than a hundred – ancestors sevengenerations back. King Alfonso XII, a contemporary of Darwin, had sixteen, while plenty of o<strong>the</strong>rs in that noble line hadbetween fifteen and twenty great-great-great-great-grandparents.It is truly a revelation for <strong>the</strong> vast majority of students to discover <strong>the</strong>se truths, and to uncover <strong>the</strong>m with <strong>the</strong> helpof some simple calculations. It can <strong>the</strong>n be readily extended into formulae and terminology.• You are <strong>the</strong> first person (term), and this is denoted as a = 1• Each previous generation requires a doubling of <strong>the</strong> population (r = 2)• Formulae: Tn = ar n-1 and Sn =a (r n - 1)r - 1• Get students to make <strong>the</strong>ir own questions by choosing a value for a and r and finding <strong>the</strong> values for, say T2 andT6. They <strong>the</strong>n give <strong>the</strong>se terms to <strong>the</strong>ir partner and vice versa. (Go to our Homepage and scroll down toStudents Creating Questions on Senior Cycle Topics).• Now tell <strong>the</strong>m about <strong>the</strong> Fibonacci Sequence of Numbers (1,1,2,3,5,8,…) and his thought experiment regarding<strong>the</strong> growth in <strong>the</strong> population of rabbits. It’s only a short leap from Fibonacci to <strong>the</strong> Golden Mean.Some related Outcomes from <strong>the</strong> LCRE syllabus:• Give 2 examples from contemporary culture that illustrate <strong>the</strong> human search for meaning. Examples may betaken from music, art, literature, or youth culture. (Section A, p 13)• Briefly outline 2 cosmologies of modern science (Section A, p 15)• Outline <strong>the</strong> relationship between <strong>the</strong> understanding of <strong>the</strong> transcendent/God and <strong>the</strong> concept of <strong>the</strong> personin 2 religious traditions (Section A, p19)• Explain <strong>the</strong> human drive to question and to ask why (Section J, p97)• Give examples of <strong>the</strong> questions common to religion and science (Section J, p97)• Outline Darwin’s <strong>the</strong>ory of evolution, and highlight <strong>the</strong> major areas of conflict with religion (Section J, p 99)• Describe <strong>the</strong> reaction of one major world religion to Darwin’s <strong>the</strong>ory at <strong>the</strong> time of its development(Section J, p99)• Explain <strong>the</strong> importance of reflecting on and studying origins (Section J, p102)• Give a summary of <strong>the</strong> main features of current debate on origins (Section J, p102)TEACHING RELIGIOUS EDUCATION ISSUE FOUR SEPTEMBER 2009 49

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