College Algebra & Trigonometry, 2018a

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2.1. REPRESENTING INTERVALS 89 Exercises 2.1 In each problem below, represent the intervals indicated on the graph. 1) −7 −4 0 5 2) −5 −1 8 12 3) −1 2 4) −4 6 5) −8 −6 3 6) −5 −2 7
90 CHAPTER 2. POLYNOMIAL AND RATIONAL FUNCTIONS 7) −10 −4 1 6 8) −6 −2 2 15 9) −12 −7 5 10) −6 −2 3 11) 0 4 12) 0
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College Algebra & Trigonometry
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c○2018 Richard W. Beveridge This
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2
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4 CONTENTS 2.4 Solution of Rational
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6 CONTENTS 8.2 The Trigonometric Ra
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8 CONTENTS
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10 CHAPTER 1. ALGEBRA REVIEW Exampl
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12 CHAPTER 1. ALGEBRA REVIEW 2(x +3
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14 CHAPTER 1. ALGEBRA REVIEW 1.2 Fa
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16 CHAPTER 1. ALGEBRA REVIEW Trinom
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18 CHAPTER 1. ALGEBRA REVIEW Here,
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20 CHAPTER 1. ALGEBRA REVIEW (3x ?)
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22 CHAPTER 1. ALGEBRA REVIEW which
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24 CHAPTER 1. ALGEBRA REVIEW Differ
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26 CHAPTER 1. ALGEBRA REVIEW If we
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28 CHAPTER 1. ALGEBRA REVIEW 25) 8y
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30 CHAPTER 1. ALGEBRA REVIEW Then,
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32 CHAPTER 1. ALGEBRA REVIEW We can
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34 CHAPTER 1. ALGEBRA REVIEW PROGRA
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36 CHAPTER 1. ALGEBRA REVIEW In mov
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140 CHAPTER 3. EXPONENTS AND LOGARI
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190 CHAPTER 4. FUNCTIONS by substit
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192 CHAPTER 4. FUNCTIONS 4.2 Domain
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194 CHAPTER 4. FUNCTIONS Exercises
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196 CHAPTER 4. FUNCTIONS 8) 12 10 8
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198 CHAPTER 4. FUNCTIONS We can use
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200 CHAPTER 4. FUNCTIONS 3) 20 16 1
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202 CHAPTER 4. FUNCTIONS Vertical S
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204 CHAPTER 4. FUNCTIONS Now, if, i
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206 CHAPTER 4. FUNCTIONS So the gra
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208 CHAPTER 4. FUNCTIONS Stretching
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210 CHAPTER 4. FUNCTIONS Multiplyin
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214 CHAPTER 4. FUNCTIONS 3) Match e
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216 CHAPTER 4. FUNCTIONS 6) f(x) 7)
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218 CHAPTER 4. FUNCTIONS Being fami
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222 CHAPTER 4. FUNCTIONS 4.6 Piecew
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226 CHAPTER 4. FUNCTIONS 4.7 Compos
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228 CHAPTER 4. FUNCTIONS 17) h(x) =
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230 CHAPTER 4. FUNCTIONS Original f
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232 CHAPTER 4. FUNCTIONS Then we sw
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234 CHAPTER 4. FUNCTIONS 19) f(x) =
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236 CHAPTER 4. FUNCTIONS 4.9 Optimi
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238 CHAPTER 4. FUNCTIONS 2) The gra
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242 CHAPTER 4. FUNCTIONS 8) A recta
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244 CHAPTER 4. FUNCTIONS So, our fi
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248 CHAPTER 4. FUNCTIONS Distance O
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250 CHAPTER 4. FUNCTIONS The graph
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252 CHAPTER 4. FUNCTIONS Distance/T
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254 CHAPTER 4. FUNCTIONS The graph
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256 CHAPTER 4. FUNCTIONS 3) A power
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258 CHAPTER 5. CONIC SECTIONS - CIR
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288 CHAPTER 6. SEQUENCES AND SERIES
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306 CHAPTER 7. COMBINATORICS differ
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308 CHAPTER 7. COMBINATORICS Exampl
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310 CHAPTER 7. COMBINATORICS 4) A c
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312 CHAPTER 7. COMBINATORICS 7.2 Fa
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314 CHAPTER 7. COMBINATORICS EXERCI
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316 CHAPTER 7. COMBINATORICS 7.3 Pe
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318 CHAPTER 7. COMBINATORICS EXERCI
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320 CHAPTER 7. COMBINATORICS 7.4 Ge
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322 CHAPTER 7. COMBINATORICS SET II
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324 CHAPTER 7. COMBINATORICS 22) A
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328 CHAPTER 7. COMBINATORICS Anothe
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330 CHAPTER 7. COMBINATORICS Exerci
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332 CHAPTER 7. COMBINATORICS The pr
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334 CHAPTER 7. COMBINATORICS Exampl
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336 CHAPTER 7. COMBINATORICS 4) Whe
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338 CHAPTER 7. COMBINATORICS 14) Fo
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342 CHAPTER 7. COMBINATORICS
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344 CHAPTER 8. RIGHT TRIANGLE TRIGO
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384 CHAPTER 9. GRAPHING THE TRIGONO
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438 CHAPTER 10. TRIGONOMETRIC IDENT
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472 CHAPTER 11. THE LAW OF SINES TH
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College Algebra & Trigonometry, 2018a

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