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Beginning Calculus
Beginning Calculus
Detailed Information
- 자료유형
- 단행본
- UDC
- 08(076)
- DDC
- 080 S313-23
- 청구기호
- 080 S313
- 서명/저자
- Beginning Calculus / by Elliott Mendelson. = Schaums Outline Series
- 발행사항
- New York : McGraw-Hill, 1985
- 형태사항
- 344 : ; 26
- 주기사항
- Calculus950
- Control Number
- gtec:3261
MARC
008000000 1985k us a 000a k eng■0801 ▼a08(076)
■082 ▼a080▼bS313▼223
■090 ▼a080▼bS313
■1001 ▼aby Elliott Mendelson.
■24510▼aBeginning Calculus▼dby Elliott Mendelson.▼xSchaum's Outline Series
■260 ▼aNew York▼bMcGraw-Hill▼c1985
■300 ▼a344▼b ▼c26
■500 ▼aCalculus950▼b₩
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- COORDINATE SYSTEMS ON A LINE
- COORDINATE SYSTEMS IN A PLANE
- GRAPHS OF EQUATIONS
- INTERSECTIONS OF GRAPHS
- SYMMETRY
- FUNCTIONS AND THEIR GRAPHS
- LIMITS
- SPECIAL LIMITS
- CONTINUITY
- THE SLOPE OF A TANGENT LINE
- THE DERIVATIVE
- MORE ON THE DERIVATIVE
- MAXIMUM AND MINIMUM PROBLEMS
- THE CHAIN RULE
- IMPLICIT DIFFERENTIATION
- THE MEAN_VALUE THEOREM. THE SIGN OF THE DERIVATIVE
- RECTILINEAR MOTION. INSTANTANEOUS VELOCITY
- INSTANTANEOUS RATE OF CHANCE
- RELATED RATES
- APPROXIMATION BY DIFFERENTIALS
- HIGHER_ORDERDERIVATIVES
- APPLECATIONS OF THE SECOND DERIVATIVE
- MOREMAXIMUM AND MINIMUM PROBLEMS
- THE SIME AND COSINE FUMCTIONS
- GRAPHS AND DERIVATIVES OF THE SINE AND COSINEFUNCTIONS
- THE TANGENT AND OTHER TRIGONOMETRIC FUNCTIONS
- ANTIDERIVATIVES
- THE DEFINITE INTEGRAL
- THE FUNDAMENTAL THEOREM OF CALCULUS
- APPLICATIONS OF INTEGRATION 1: AREA AND ARC LENGTH
- APPLICATIONS OF INTEGRATION 2: VOLUME
- THE NATURAL LOGARITHM
- EXPONENTIAL FUNCTIONS
- L'HOPITAL'S RULE. EXPONENTIAL GROWTHAND DECAY
- INVERSE TRIGONOMETRIC FUNCTIONS
- INTEGRATION BY PARTS
- TRIGONOMETRIC INTEGRANDS; TRIGONOMETRIC SUBSTITUTIONS
- INTEGRATION OF RATIONAL FUNCTIONS: THE METHOD OF PARTIAL FRACTIONS
- ANSWERS TO SUPPLEMENTARY PROBLEMS
- TRIGONOMETRICFORMULAS
- BASIC INTEGRATION FORMULAS
- GEOMETRIC FORMULAS
- TRIGONOMETRIC FUNCTIONS
- NATURAL LOGARITHMS
- EXPONENTIAL FUNCTIONS
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