대학미적분학 공식집-대학수학

대학미적분학 공식집 (Package Name: com.mangosoft.edu.math.college.kor) is developed by Mango Soft Co., Ltd. and the latest version of 대학미적분학 공식집-대학수학 2.1 was updated on January 29, 2023. 대학미적분학 공식집-대학수학 is in the category of Education. You can check all apps from the developer of 대학미적분학 공식집-대학수학 and find 2 alternative apps to 대학미적분학 공식집-대학수학 on Android. Currently this app is for free. This app can be downloaded on Android 4.4+ on APKFab or Google Play. All APK/XAPK files on APKFab.com are original and 100% safe with fast download.

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CH 1 Function
 Functions and Graphs
 The combination of function
 Trigonometric functions
CH 2 Extreme and continuous
 Limit of a sequence
 Limit of a function
 sequence
CH 3 derivative
 Derivative and rate of change
 Derivative
 Differentiation
 Derivative of trigonometric functions
 Implicit differentiation and the chain rule
 Linear Approximation and differential
Application of CH 4 differential
 Maximum value and Min
 The mean value theorem
 Derivatives and Graphs
 Newton's method
CH 5 integration
 Indefinite integral
 Definite integral
 Take advantage of the integration
Techniques of integration CH 6
 Integration by parts
 Trigonometric integral
 Integral part of the rational function by fractions
 Integral formula
CH 7 inverses
 The inverse
 Exponential
 Logarithm
 Inverse trigonometric functions
 Hyperbolic Functions
 Indeterminate and the law of ropital
CH 8 sequences and series
 Hydrothermal
 rating
 Integral test for convergence and consensus estimates
 Comparison test
 Alternate water supply
 Absolute Convergence and ratio test, root panjeongbeop
 Power series
 Taylor series and every chlorine water
CH 9 vector
 Three-dimensional coordinate system
 vector
 Vector dot product
 Vector multiplication (cross product)
 Equations of lines and planes
CH 10 vector function
 Vector function spaces and curves
 Derivatives and integrals of vector functions
 The length and curvature of the curve
 Movement in space
CH 11 one-way function
 Multivariable function
 Extreme and continuous
 One-way function
 And the tangent linear approximation
 Chain rule
 Directional derivative and gradient vector
 Maximum value and Min
 Lagrange multiplier
CH 12 multiple integration
 Double minutes in a rectangular area
 Repeatedly min
 Double minutes in the general area
 Double minutes in the polar
 Application of double minutes
 Triple integrals
 Triple integral in the circumferential coordinates and spherical coordinates
 Variable conversion in the integral multiple
The vector calculus CH 13
 Vector field
 Shipments
 Cleanup of the fundamental theorem for integrals and Green
 Rotation and divergence
 Area minute
 Divergence theorem and Stokes' theorem

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