Q.No.3 (a) In the manufacturing of a certain scientific instrument great importance isattached to the life of a particular critical component. This component isobtained in bulk from two sources, A and B, and in the course of inspection,the lives of 100 of the components from each source are determined. Thefollowing tables are obtained: -[3]Source ASource BLog xNo ofLog xNo ofComponencomponentsts1.720211.5682131.6990121.6232151.6767231.6721171.6532201.7160281.62841.60211.5740191.755912161.7924109.1.826105Which source is more consistent?Answer: -

Source A Source B Log x No of Log x No of Componen componen ts ts 1.7202 1.6990 1.5682 1.6232 1.6721 13 15 1 12 1.6767 23 17 28 12 1.6532 20 1.7160 1.6284 19 1.7559 1.6021 16 1.7924 10 1.5740 9. 1.8261 05

Source A Source B Log x No of Log x No of Componen componen ts ts 1.7202 1.6990 1.5682 1.6232 1.6721 13 15 1 12 1.6767 23 17 28 12 1.6532 20 1.7160 1.6284 19 1.7559 1.6021 16 1.7924 10 1.5740 9. 1.8261 05

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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5:22 1 log practice da... 2) Practice Day 1: Logs | Schoology 3/6/18, 8:12 AM NC Math 3: 4(A) Unit 2: Inverses and Exponentials U2 Contract 2: Logarithms Tuesday, March 6th Prev Next 2) Practice Day 1: Logs Answer the questions below on a sheet of paper. Be sure to show your work. ODDS !!! Submissions Received (0/23) No users match the selected filter. To return files to students, please attach them to comments by clicking on a student's name in the "Submissions" area Write each equation in logarithmic form. 21. 83 = 512 above, 23. 5-3 = 125 1 22. 33 = 27 -2 = 9 25. 1002 = 10 26. 24011 = 7 24. Write each equation in exponential form. 27. log, 125 = 3 29. log4 32. log! 25 28. log,, 169 = 2 = -1 30. log100 70 = -- 31. log, 4 = = -2 3 Evaluate each expression. 33. log, 16 34. log12 144 35. log164 36. log, 243 37. log2 32 38. loga gi 39. logs 57 40. 2log, 45 41. log,, 11 - 5) 42. 6log, (3x + 2) 43. log10 0.001 44. log, 16* Solve each equation or inequality. Check your solutions. 47. log, x…
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