Beginning Algebra, 11th Edition
SECTION 7.7 Applications of Rational Expressions 467 x x- 2 + 3 x+ 2 = 8 x^2 - 4 4 t^2 - t 6 t^2 ...
OBJECTIVE 2 Solve problems about distance, rate, and time.Recall from Chapter 2the following formulas relating distance, rate, a ...
Step 3 Write an equation. 12 x+ 3 = 8 x- 3 SECTION 7.7 Applications of Rational Expressions 469 The time downstream equals the t ...
Solving a Problem about Work Rates “If Joe can paint a house in 3 hr and Sam can paint the same house in 5 hr, how long does it ...
The amount painted by Joe in 1 hr plus the amount painted by Sam in 1 hr must equal the amount they can do together. This relati ...
9.A quantity, of it, of it, and of it, added together, equals 33. What is the quantity? (Source:Rhind Mathematical Papyrus.) 10. ...
Concept CheckSolve each problem. 17.Suppose Stephanie walks Dmiles at Rmph in the same time that Wally walks dmiles at rmph. Giv ...
29.The distance from Seattle, Washington, to Victoria, British Columbia, is about 148 mi by ferry. It takes about 4 hr less to t ...
41.One pipe can fill a swimming pool in 6 hr, and another pipe can do it in 9 hr. How long will it take the two pipes working to ...
476 CHAPTER 7 Rational Expressions and Applications Using Direct Variation Suppose yvaries directly as x, and when Find ywhen Si ...
SECTION 7.8 Variation 477 Solving a Direct Variation Problem The distance a body falls from rest varies directly as the square o ...
478 CHAPTER 7 Rational Expressions and Applications Another example of inverse variation comes from the distance formula. Distan ...
SECTION 7.8 Variation 479 NOW TRY EXERCISE 4 If the area is constant, the height of a triangle varies in- versely as the base. I ...
480 CHAPTER 7 Rational Expressions and Applications 18.Bill Veeck was the owner of several major league baseball teams in the 19 ...
SECTION 7.8 Variation 481 Find each power. See Sections 1.2 and 5.1. Find the value of for the given values of a ...
482 CHAPTER 7 Rational Expressions and Applications STUDY SKILLS Your math final exam is likely to be a comprehensive exam, whic ...
7.1 rational expression lowest terms 7.3 least common denominator (LCD) 7.5 complex fraction 7.6 proposed solution extraneous so ...
Writing a Rational Expression in Lowest Terms Step 1 Factor the numerator and denominator. Step 2 Use the fundamental property t ...
7.4 Adding and Subtracting Rational Expressions Adding Rational Expressions Step 1 Find the LCD. Step 2 Rewrite each rational ex ...
7.6 Solving Equations with Rational Expressions Solving Equations with Rational Expressions Step 1 Multiply each side of the equ ...
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