Math 12 - solve Math 12th grade problems in detail from Basic to Advanced
Overview of all 12th math theory; The knowledge content of volumes 1 and 2 and the method of solving the super-detailed bts supports the 12th graders who have prepared for the national high school exam to get high scores.
Table of Contents of Article No
SUMMARY OF MATH KNOWLEDGE 12 Algebra - ANALYSIS
CHAPTER 2: Exponential Functions. Exponential and logarithmic functions
topic 3: Primitives - Integral and applications
topic 4: Complex numbers
SUMMARY OF MATH 12 - GEMEMBER
CHAPTER 1: Polyhedron
CHAPTER 2: Cone, Cylindrical, and spherical surface
CHAPTER 3: Coordinate method in space
Format of MATH 12 - CHAPTER 1: SURVEYING FUNCTION Graphs Using Derivatives APP
Lesson 1: Covariance inverse function - application of derivative
Lesson 2: Extremes of the function
Lesson 3: Minimum and maximum value of the function
Lesson 4: Asymptotes
Math knowledge 12 - lesson number 5: Investigate variation and graph functions
Math exercise 12 - content of knowledge 2: EXPLIANCE FUNCTIONS, CODE FUNCTIONS AND LOGARIT FUNCTIONS
Knowledge of Math 12 - exercise number 1: Exponents
Knowledge of Math 12 - lesson 2: Exponential functions
Math knowledge 12 - exercise number 3: Logarithmic
Math knowledge 12 - exercise 4: have a look at the set of exponential and logarithmic functions
Math knowledge 12 - lesson 5: Exponential equations and logarithmic equations
Math knowledge 12 - lesson 6: Exponential inequality - Logarithmic inequality
During this period of focusing on reviewing math 12 for this national high school exam, many candidates encountered the situation of omission of knowledge due to the incomplete synthesis process. In particular, the first CHAPTERS as the foundation of 12th grade math topics are more prone to knowledge omissions. Let's have fun learning to synthesize all the knowledge CHAPTER 1 and 2 math 12!
SUMMARY OF MATH KNOWLEDGE 12 Algebra - ANALYSIS
CHAPTER 1: Application of derivatives In order to investigate and draw graphs of functions
Lesson 1: The covariance and inverse of the function
Lesson 2: Extremes of the function
Lesson 3: The maximum and minimum value of the function
Lesson 4: Asymptotes
Exercise 5: Examine the variation and draw the graph of the function
number exercises to review knowledge CHAPTER I
Knowledge content 2: Exponential functions. Exponential and logarithmic functions
lesson 1: Exponential
Exercise 2: Exponential Functions
Exercise 3: Logarithms
Lesson 4: Exponential functions. Logarithmic function
Exercise 5: Exponential and Logarithmic Equations
exercis number 6: Exponential and logarithmic inequalities
number exercises to prepare for CHAPTER II
topic 3: Primitives - Integral and applications
Exercise #1: Primitives
Lesson 2: Integral
Exercise 3: Application of integrals in geometry
grasp the 3rd set of calculus 12
topic 4: Complex numbers
Lesson 1: Complex numbers
Lesson 2: Add, subtract and multiply complex numbers
Exercise 3 : Division of Complex Numbers
lesson 4: Quadratic equations with real coefficients
grasp the topic volume 4 calculus 12
have the recognition of the last episode of calculus 12
SUMMARY OF MATH 12 - GEMEMBER
Knowledge content 1: Polyhedron
Lesson 1: The concept of a polyhedron
lesson 2: Convex polyhedron and regular polyhedron
Lesson 3: Concept of volume of a polyhedron
grasp the thematic volume I
Knowledge CHAPTER I multiple choice questions
CHAPTER 2: Conical surface, cylindrical surface, sphere surface
Lesson 1: The concept of a rotating surface
Lesson 2: The sphere
view episode CHAPTER 2 Geometry 12
Multiple choice questions CHAPTER 2 Geometry 12
CHAPTER 3: Coordinate method in space
lesson 1: Coordinate system in space
Lesson 2: Equations of the plane
Lesson 3: Equation of a line in space
have recognition of knowledge content 3 Geometry 12
Multiple choice questions CHAPTER 3 Geometry 12
grasp the last episode of the year Geometry 12
MATH form 12 - knowledge content 1: SURVEYING FUNCTION Graphs Using Derivatives APP
exercise number 1: Covariance inverse function - derivative application
1. Consider the expression sign P(x) by making a table
Step 1: What solution does the expression P(x) have? Finding the value x makes the expression P(x) undefined.
Step 2: Sort the values of x found in order from smallest to largest.
Step 3: Find the sign of P(x) on each interval using a calculator.
2. On the defined set, consider the monotony of the function
In the 12th grade math knowledge chapter, the covariance of the function (also known as the monotony of the function) is a very familiar part of knowledge for students. The contestants already know that the function y=f(x) is covariate, if the value of x increases, the value of f(x) or y increases; inverse in the case of the opposite number.
The function y=f(x) covariates (increases) on K x1,x2∈Kx1
The function y=f(x) is inverse (decrease) on K ⇔∀x1,x2∈Kx1>x2⇔∀�1,�2∈��1>�2, then f(x1)>f(x2)�( �1)>�(�2).
The function is monotone when the following conditions are satisfied:
Function f, derivative on K:
If f'(x) > 0 for all x∈�∈ K, then f is covariate on K.
If f'(x) < 0 for all x∈K�∈� then f is inverse on K.
If f'(x)=0 for all x∈K�∈� then f is a constant function over K.
Rules for considering inverse covariance of math functions grade 12:
Step 1: Find the definite set D.
Step 2: Calculate the derivative y'=f'(x).
Step 3: Find the solution of f'(x) or the x values that make f'(x) different
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