Plane TrigonometryMcGraw-Hill, 1980 - 295 pages This revision of a best-selling plane trigonometry text for freshmen and sophomores maintains the trademarks of clear, concise exposition coupled with graded problems. The result is a fresh and modern version of a classic text. Major changes include an emphasis on the use of calculators and calculator-related exercises, the use of radian measures appearing after Chapter 5 to help prepare students for analytic geometry or calculus, the expansion of Chapter 9 to include more applications as well as the addition of polar, exponential functions, and a greater emphasis on graphing. |
Table des matières
TRIGONOMETRIC FUNCTIONS OF AN ACUTE ANGLE | 20 |
TRIGONOMETRIC IDENTITIES | 53 |
RELATED ANGLES | 72 |
Droits d'auteur | |
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Expressions et termes fréquents
acute angle amplitude angle of elevation arcsin axis calculator or tables characteristic circle complex numbers Consider the numbers coordinate Cos-¹ cos¹ cos² decimal point Degrees Radians Radians digits displayed result distance equal Euler's formula EXERCISE Express False Figure find the value four decimal places four-figure accuracy four-place table given graph half-angle formulas Hence horizontal identity ILLUSTRATION imaginary number integer inverse functions inverse trigonometric inverse trigonometric function involved km/h law of cosines law of sines law of tangents left side log cot log2 loga mantissa meters mi/h multiplying nearest obtained Pages plane problems PROOF Prove pythagorean theorem quadrant r(cos radians Radians Radians Degrees radius real number related angle right triangle sec² Section Sin-¹ sin¹ sin² sin³ sine curve standard position Tan-¹ tan² terminal side three-figure accuracy triangle ABC trigono trigonometric form trigonometric functions vector