Text Book R D Sharma Objective Mathematics
Day 1
Go through 9.1, 9.2 and 9.3 today
Day 2
Go through
9.3 Multinomial theorem
9.4 Middle terms in a Binomial expansion
9.5 Some important results
Day 3
Go through
9.6 Some problems on applications of Binomial theorem
9.7 Greatest term in the expansion of (x+a)n
9.8 S Properties of the binomial coefficients
Day 4
Go through
9.9 Binomial Theorem for any index
9.10 synopsis
Day 5
Do illustrative objective type examples
1 to 20
Do practice exercises (at the end of the chapter) 1 to 5
Day 6
Do illustrative objective type examples
21 to 40
Do practice exercises (at the end of the chapter) 6 to 10
Day 7
Do illustrative objective type examples
41 to 52
In this, past IIT problems are
45, 52,
Do practice exercises (at the end of the chapter) 11 to 15
Day 8
Do objective type exercises
1 to 20
Do practice exercises (at the end of the chapter) 16 to 20
Q. 19 is a past IIT question.
Day 9
Do objective type exercises
21 to 40
Do practice exercises (at the end of the chapter) 21 to 25
Day 10
Do objective type exercises
41 to 60
Do practice exercises (at the end of the chapter) 26 to 30
Revision Period
Day 11
61-70 in objective exercises
Day 12
71-80 in objective exercises
Day 13
81-90 in objective exercises
day 14
91-100 in objective exercises
Day 15
100-110 in objective exercises
Day 16
111-120 in objective exercises
Day 17
121-130 in objective exercises
Day 18
131-135 in objective exercises
Day 19
Practice exercise problems 1 to 5
Fill in the blank type exercises 1 to 5
Day 20
Practice exercise problems 6 to 15
Do True or False Questions 1 to 7
Day 21
Practice exercise problems 16 to 20 (There are a total of 57 problems in this exercise)
Day 22
Practice exercise problems 21 to 25 (There are a total of 57 problems in this exercise)
Day 23
In the previous chapter Binomial theorem do problems
Practice exercise problems 26 to 30 (There are a total of 57 problems in this exercise)
Day 24
Practice exercise problems 31 to 35
Day 25
Practice exercise problems 36 to 40
Day 26
Concept Revision Facilitator
Try to recollect relevant points on the topic.
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1 Pascal’s Triangle of Binomial coefficients
2 Binomial theorem for positive integral index.
3 Some Deductions from Binomial Theorem
4 Different version of Binomial theorem
5 Multinomial theorem
6 Middle terms in a binomial expansion
7 Results related to Binomial Coefficieints
8 Some problems on applications of binomial theorem
9 Finding greatest term in the expansion of (x+a)^n
10 Properties of the binomial coefficients
11. Binomial theorem for any index
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