EXERCISE 10.2 Answers to Odd-Numbered Problems Bey 1HA gr 5Dems cert (a) f(0) (b) f(1) (e) f-1) (d) f(-x) (e) -f(x) () fx + 1) (g) f(2x) (h) f(x + h) 3. f(x) 1 In Problems 1-8, find the following values for each fiunction x2-1 4. f(x)= x +4 X 1. f(x) 3x2 2x - 4 2. f(x) = -2x2 +x-1 Exp 2x + 1 7. f(x)3x 5 8. f(x)= 1 - (x+2P 52. De ce 5. f(x) x +4 6. f(x) x2 + x In Problems 9-16, find the difference quotient of f, that is, find x+ h)f h # 0, for each function. Be sure to simplify. h 9. f(x) = 4x + 3 10. f(x) -3x + 1 11. f(x) x2- x + 4 12. f(x) x + 5x-1 53. D 1 16. f(x) X 13. f(x) x 14. f(x) x3 - 2x 15. f(x) x In Problems 17-28, determine whether the equation is a function. 54. 17. y x2 18. y x 1 19. y 21. y 4-x 22. y V1 - 2x 20. y x Sey 23. x y 25. y 2x2 3x + 4 3x 1 26. y x + 2 24. x + y2 1 27. 2x2 3y2 1 5 In Problems 29-42, find the domain of each function. 28. x 4y2 1 29. f(x)=-5x + 4 30. f(x) x2 +2 31. f(x) X 33. g(x)x2- 16 X x2+1 2x 34. h(x)x- 4 1 32. f(x)= 37. h(x) 35. F(x) x2 3.x x2+1 12

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A: A confidence interval is a type of estimate computed from the statistics of the observed data. This…

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Confidence Intervals

When we calculate intervals in probability and statistics, it can be simply termed as finding out a confidence interval. The confidence interval is usually calculated from the data set which is observed. The value of the parameter that needs to be calculated is present here only.