By Dale Ewen, C. Robert Nelson

Easy TECHNICAL arithmetic 11th version is written to assist scholars with minimum math historical past effectively organize for technical, alternate, allied wellbeing and fitness, or Tech Prep courses. The authors concentrate on basic innovations in simple mathematics together with the metric procedure and size, algebra, geometry, trigonometry, and facts, that are supported by means of millions of examples, routines, and purposes surrounding such fields as commercial and building trades, electronics, agriculture/horticulture, allied well-being, CAD/drafting, HVAC, welding, auto/diesel carrier, aviation, traditional assets, culinary arts, business/personal finance, and others. For this revision, the authors have additional over a hundred and fifty new routines, 30 new examples, new purposes different types, and a brand new appendix on easy inequalities. The target of ordinary TECHNICAL arithmetic is to have interaction scholars and supply them with the mathematics historical past they should achieve destiny classes and careers.

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1 lb ϭ 16 oz) 59. What is the distance between points A and B in Illustration 2? A ! in. B Ω in. Ω in. in. 10 in. ILLUSTRATION 2 Find a. the length of the missing dimension and b. the perimeter of each figure. 60. 2≈ in. 2q in. 3 x in. 2t in. 61. 3Z in. 3' in. 1Ω in. 2 l in. 3! in. 2 q in. 1Ω in. 5 √ in. 62. 1} in. 2 in. 2/ in. P in. 1o in. 1Ω in. 2 q in. Part Weight each 1 321 oz 2 3381 oz 3 6 lb 4 1013 63. 1≈ in. 1~ in. \ in. 1√ in. 1√ in. s in. oz 1≈ in. 3 ~ in. 1ç in. Copyright 2009 Cengage Learning, Inc.

Example 1 Add: 1 3 + . 8 8 1 3 1 + 3 4 1 + = = = 8 8 8 8 2 Example 2 Add: Add: ■ 2 5 + . 16 16 5 2 + 5 7 2 + = = 16 16 16 16 Example 3 Add the numerators and simplify. Add the numerators. ■ 2 7 15 + + . 31 31 31 7 15 2 + 7 + 15 24 2 + + = = 31 31 31 31 31 Add the numerators. ■ To add fractions with different denominators, we first need to find a common denominator. When reducing fractions to lowest terms, we divide both numerator and denominator by the same nonzero number, which does not change the value of the fraction.

57 11. 16 14. 87 9. 93 12. 123 Test for divisibility by 2: 15. 458 18. 877,778 16. 12,746 19. 1367 17. 315,817 20. 1205 Test for divisibility by 3 and check your results with a calculator: 21. 387 24. 178,213 22. 1254 25. 218,745 23. 453,128 26. 15,690 Test for divisibility by 5 and check your results with a calculator: 27. 70 30. 56,665 28. 145 31. 63,227 Test the divisibility of each first number by the second number: 33. 35. 37. 39. 41. 43. 34. 36. 38. 40. 42. 44. 56; 2 218; 3 528; 5 198; 3 1,820,670; 2 7,215,720; 5 42; 3 375; 5 2184; 3 2236; 3 2,817,638; 2 5,275,343; 3 Find the prime factorization of each number (use divisibility tests where helpful): 45.