a) List four different roles for people who should follow sports ethics. (4) b) What is your understanding of the term 'excessive commercialisation'? c) Why do you think Peter de Villiers recommended that all schools adopt a sports code of conduct? d) What is WADA, and why are they concerned about drugs in sports in schools? a) Draw up a code of conduct made up of 10 ethics for your school. You can adapt the Unashamedly Ethical (UE) Sportsperson's Commitment Form on page 187, but ensure that it is applicable to your school. b) Write down at least six penalties to be used if a sportsperson It is sometimes tempting to cheat in sports. The consequences of being caught are embarrassment, shame (disgrace), legal action and suspension. a) Why are some athletes tempted to cheat? b) Give two examples of ways in which they cheat. c) What do they think they will gain from cheating? d) If you know about someone who cheats in a sport, what should e) Who do?

Задание группе №2. Представьте, что вы учитель обиествознания и вам необходимо объяснить новую тему «Образование» классу. Составьте текст своей лекции, ответив на следующие вопросы: (См. § 9 пункт «Век живи, век учись») 1. Начните свое выступление с определения образования. 2. Объясните, почему образование является национальным богатством страны. 3. Когда в России формулируется общенациональная образовательная политика? 4. Перечислите 5 задач образовательной политики. 5. Дайте определение термину «самообразование». 6. Перечислите основные формы самообразования.

Differentiate \( y=\cosh ^{-1}\left(\frac{5 x}{2}\right) \)

The domain of the function \( f(x)=\sqrt{2 x-3} \) is: a) \( [1.5, \infty[ \) b) \( [0, \infty[ \) c) \( ]-\infty, 1.5] \) d) \( ] 1.5, \infty[ \)

a) \( \frac{25 x^{2}-25 x}{x+2}:(5 x-5) \), если \( x=2,5 ;-1 \)

(b) A farmer des decides to breed fish in a special pond built for the purpose breeding and selling them after. Suppose he buys 1000 kg of species of fish. He is told by expects experts that the species growe according to a logistic population model with \( a=1 / 10 \). If the population doubles in is months, calculate the value \( b \). Then calculate the limiting population size in kg .