Call 9463138669-ANAND CLASSES-Best Coaching Tuition Classes Center for CBSE ICSE Boards In Jalandhar. Math Science Tuition Coaching Center for Class 5 6 7 8 in Jalandhar
ANAND CLASSES Tuition Centre (ATC) offers tuition/coaching for students of class 5 6 7 8 for major subjects such as Math and Science and Science in Urban estate Phase – II Jalandhar. With the help of ANAND CLASSES tuition/coaching, students can easily obtain coaching/tuition, located in your city (Urban Estate Phase – II Jalandhar). They can access the best Math and Science coaching/tuitions, as well as tuitions for any other subject for CBSE, ICSE and State boards in Jalandhar. There are special batches for students of Class 5 6 7 8 in Jalandhar. The Math and Science subject batches for CBSE, ICSE and State Board tuitions run separately in Jalandhar. Anand Classes provides Math and Science for CBSE class 5 6 7 8 coaching Tuition Classes in Urban Estate Phase-II Jalandhar along with content quality and quantity will force the student to mould, sharpen his brain and surely help him become a Math and Science champion.
The concepts taught in class 5 6 7 8 Math and Science are the base for class 11, 12 & future competitive exams like JEE NEET NDA. We cover CBSE syllabus with the help of two books “Math and Science Textbook by NCERT” & Math and Science Books by ANAND CLASSES. Best Class 5 6 7 8 Math and Science Tuition Classes in Jalandhar
We conduct classes in small batches so that each and every student gets the personalised attention. Our Class 5 6 7 8 Math and Science tuition classes in Urban Estate Phase – II Jalandhar are Interactive so that all the doubts are addressed immediately.
Our Batch size is small therefore we provide Personalised Attention to Each Student in True sense. We identify weak areas and work on them along with students and if required with Parents also. Its a long Journey which starts with the commencement of course and lasts till final exams of the student. Our Faculty – Neeraj K Anand – An Expert in teaching Math and Science. His classes are full of real life examples, analogies and fun. Strengthening core basics is the best outcome of his classes.
Our classes are conducted six days in a week and EXTRA Classes are conducted as and when required. To get the Top-Notch & Unique experience, come and JOIN our class 5 6 7 8 Math and Science Tuition Classes in Urban Estate Phase – II Jalandhar.
COURSE FEATURES
Lectures – 5 6 7 80+ Hours
Tests – Single Chapter, Multiple Chapters, Complete Course – 60+
Duration – 9 Months
Language – English, Hindi
We understand the importance of every mark that gets counted to increase your overall aggregate. We at ANAND CLASSES provide the best study material based on CBSE & ICSE requirements to students. Subject is carefully revamped so that it lasts long in the student’s mind and they can score well in class 5 6 7 8 board exams.
2. ANAND CLASSES 9463138669
Session Objective
1. Definition of important terms
(equation,expression,polynomial,
identity,quadratic etc.)
2. Finding roots by factorization
method
3. General solution of roots .
4. Nature of roots
3. ANAND CLASSES 9463138669
Quadratic Equation - Definitions
(Expression & Equation)
Equation : Statement of equality
between two expression
0
Expression:
Representation of relationship
between two (or more) variables
Y= ax2+bx+c,
ax2 + bx + c =
_H001
Root:-value(s) for which a equation satisfies
x2-4x+3 = 0 (x-3)(x-1) = 0
x = 3 or 1 satisfies x2-4x+3 = 0
Roots of x2-4x+3 = 0
Example:
4. ANAND CLASSES 9463138669
Quadratic Equation
Definitions (Polynomial)
Polynomial :
P(x) = a0 + a1x + a2x2 + … + anxn,
A polynomial equation of degree n always have n roots
Real or non-real
highest power of the variable
where a0, a1, a2, … an are coefficients ,
and n is positive integer
Degree of the polynomial :
_H001
n
a 0
7. ANAND CLASSES 9463138669
Quadratic Equation
Definitions (Quadratic & Roots)
Quadratic: A polynomial of degree=2
A quadratic equation always has two roots
y= ax2+bx+c
ax2+bx+c = 0 is a quadratic equation. (a 0 )
_H001
8. ANAND CLASSES 9463138669
Roots
x=-a ?
Where is the 2nd
root of quadratic
equation?
Then what is its
difference from
x+a=0
(x+a)2=0
(x+a)(x+a) =0
x= -a, -a
two roots
Also satisfies condition for
quadratic equation
What are the roots of the equation
(x+a)2=0
_H001
10. ANAND CLASSES 9463138669
Polynomial identity
If a polynomial equation of
degree n satisfies for the values
more than n it is an identity
Example: (x-1)2 = x2-2x+1
Is a 2nd degree polynomial
Satisfies for x=0 (0-1)2=0-0+1
Satisfies for x=1 (1-1)2=1-2+1
Satisfies for x=-1 (-1-1)2=1+2+1
2nd degree polynomial cannot have more than 2 roots
(x-1)2 = x2-2x+1 is an identity
_H001
11. ANAND CLASSES 9463138669
Polynomial identity
If P(x)=Q(x) is an identity
Polynomial of x
Co-efficient of like terms is same on both the side
Illustrative example
If (x+1)2=(a2)x2+2ax+a is an identity then find a?
LO-H01
12. ANAND CLASSES 9463138669
Illustrative Problem
(x+1)2=(a2)x2+2ax+a
x2+2x+1 =(a2)x2+2ax+a
is an identity
Equating co-efficient
x2 : a2=1
x : 2a=2
constant: a=1
a= 1 a=1
satisfies all
equation
If (x+1)2=(a2)x2+2ax+a is an identity
then find a?
Solution
_H001
13. ANAND CLASSES 9463138669
Illustrative problem
Find the roots of the following
equation
(x a)(x b) (x a)(x c)
(a c)(b c) (a b)(c b)
(x c)(x b)
1
(c a)(b a)
Solution: By observation
For x=-a L.H.S= 0+0+1=1 = R.H.S
For x=-b L.H.S= 0+1+0=1
For x=-c L.H.S= 1+0+0=1
= R.H.S
= R.H.S
_H001
14. ANAND CLASSES 9463138669
Illustrative problem
2nd degree polynomial is satisfying for more than 2 values
Its an identity
Find the roots of the following
equation
(x a)(x b) (x a)(x c) (x c)(x b)
1
(a c)(b c) (a b)(c b) (c a)(b a)
Satisfies for all values of x
i.e. on simplification the given equation becomes
0x2+0x+0=0
