Math Assignment Class VIII | Square & Square Root

Basic concepts, definitions and formulas of mathematics, mathematics assignments for 9th standard to 10+2 standard, maths study material for 8th, 9th, 10th, 11th, 12th classes, Mathematics lesson plan for 10th and 12th standard, Interesting maths riddles and maths magic, Class-wise mathematics study material for students from 9th to 12
S. No. |
Topic [Explanation: Indefinite Integral ]
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1 |
Introduction First of all teacher will explain the concept that Integration is the reverse process of differentiation by giving some examples Now teacher will explain the important symbols, terms and
phrases related with the integration and their meanings. |
2 |
Types of Integrals: Integrals are of two types Indefinite Integral and Definite Integral. Explain
the relationship(or comparison) between the differentiation and
integration. Also help the students in writing all the |
3 |
Geometrical Meaning of Integration Now teacher will explain the geometric meaning of
integration and some properties of indefinite integrals. |
4 |
Different Methods of Integration Explain different methods of
integration like substitution method, Partial Fraction, Integration by parts.
Start integration of different functions by substitution method. |
5 |
Now teacher will introduce the method of integration by using trigonometric identities, integration of
some particular functions. |
6 |
Integration of different functions by partial fractions. Explain the different forms of rational functions and their form in partial fraction and implementation of all these forms in the problems.
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7 |
Now explain the topic Integration of different functions by parts or product rule in integration. Also
explain the ILATE rule for selecting first function and second function for
the students. Method of selecting the first function and second function I...... Inverse Trigonometric Functions L..... Logarithmic Function A..... Algebraic Function(Polynomial Function T......Trigonometric Function E...... Exponential Function |
8 |
Integration of the functions of the
following types. Explain
the topic by using related formulas |
9 |
Now
introduce the topic Definite integrals. Explain the definite integral as a
limit of a sum and explain its geometric meaning to the students. |
10 |
Explain
both Fundamental Theorem of Calculus (without proof). Theorem 2 : Let f be a
continuous function on the closed interval [a , b] and F be the anti
derivative of f. Help
the students in the implementation of this topic in different problems. Also
explain the method of Integration by substitution method. |
11 |
Now teacher will explain the Basic properties of definite integrals in details and
help the students in the implementation of these properties in different
problems. PROPERTIES OF DEFINITE INTEGRAL ⇒ Integration is independent of change of variable. (OR) (OR) (OR) (OR) Even function:- If f(-x) = f(x) then, function f(x) is called even function. Odd Function: If f(-x) = - f(x) then, function f(x) is called odd function. |
A very good former of lesson plan
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