Blue printBLUE PRINT

Marks : 1 6 10 tot

1.Applications of matrices and determinants 4 2 1 262.Vector Algebra 6 2 2 383.Complex Numbers 4 2 1 264.Coordinate Geometry 4 1 3 405.Differential calculus I 4 2 2 366.Differential calculus II 2 1 1 187.Applicaions of Int.Cal. 4 1 2 308.Diff.Equations 4 1 2 309.Discrete mathematics 4 2 1 2610.Probality Distributions 4 2 1 26

To get 60%• Marks : 1 6 10 tot• 1.Applications of matrices and determinants 4 2 1 26• 2.Vector Algebra 6 2 2 38• 3.Complex Numbers 4 2 1 26• 6.Differential calculus II 2 1 1 18• 9.Discrete mathematics 4 2 1 26• 10.Probality Distributions 4 2 1 26• • 1*24=24• 6*9 =54• 10*7=70 138

BLUE PRIT

• Applications of matrices and determinants 4 2 1 - 26

• 6Marks 10Marks• Examples: 1.2,1.3,1.6,1.7,1.17 Rank of matrix

1.4,1.8,1.19,1.24,1.25, • 1.26,1.28• Exercise 1.1:2,5,8,10,Inverse, Inverse Reversal law 3,6,9• Exercise1.2:1,2 3,4,5• Exercise1.4: --- 4,8,9,10• Exercise1.5: 1(iii),(iv) Ex1.5: (i),(ii),(v),2,3

2.Vector Algebra 6 2 2 - 38

• 10Marks• (SinA±B),cos(A±B),

Altitudes of a triangle are concurrent.

• Ex2.5:5,12• Example:2.44,2.50-2.52• Ex2.7:3,Ex2.8:7-14

• 6Marks

• Important Quets. /types:

• Examples:2.12-15,2.26-2.28,2.33,2.38,2.42,2.45, 2.56,2.62,2.64

• Exer.2.2:1,2 Ex2.3:9,Ex2.4:5,8,10

• Ex2.5:4,8,10Ex2.7:(i),(ii),2,4 Ex2.8;6

• Ex2.9:2,3,Ex2.11:1,2,3,4

3.Complex Numbers 4 2 1 - 26

6Marks 10Marks Examples:3.9(iii),3.10-3.21 3.11(i),(ii),3.22-3.25 Triangle inequalities,ȁ�𝑧1𝑧2ȁ�=ȁ�𝑧1ȁ�ȁ�𝑧2ȁ� Ex3.2:8(i),(iii),(v)Ex3.4: 5,6,8,10 &arg(𝑧1𝑧2)=arg(𝑧1) +arg( 𝑧2) Ex3.5:1(iii),4(ii),5 Ex3.1:4(i),(iii),5 Ex3.3: 1-3 Ex3.4:2,3,4(i),(ii),7,9 Ex3.5:2,3,4

4.Coordinate Geometry 4 1 3 - 40

• 10Marks• 1.Finding ecce.focus,vertex,directrix,etc.• 2.Asymptotes • 3.Applications

5.Differential calculus I 4 2 2 --36

• 10Marks• 1. 5.1&5.2• 2.Maclurin`sseries, L`hospital`sRule,

maxima&minima ,concave convex point of inflection• 6Marks • Maclurin`sseries, L`hospital`sRule,

maxima&minima ,concave convex point of inflection,Increasing Decreasing Rolle`s Theorem Mean value theorem Ex:5.1,5.2

6.Differential calculus II 2 1 1 -- 18

• 10Marks: Trace the curve Example 6.9,6.10 Ex6.2 :1

• Partial diff. Example 6.18,6.20,6.22 Ex6.3:1(i),(iv),5(i)

7.Applicaions of Int.Cal. 4 1 2 -- 30

• 10 Marks: 1.Area &volume• Example:25-34• Ex7.4:4,7-9,15• 2.Surface area & Lenth of arc • Example 7.37-7.40• Ex7.5:1-4

8.Diff.Equations 4 1 2 -- 30

• 10Marks:1. Exercise: 8.2--8.4

• 2. Exercise: 8.5&8.6 (second order,Applications)

9Discrete mathematics 4 2 1 -- 26

6Marks 10Marks

1. Truth Table Example:9.18,9.21—9.27 2. Properties of Group,

Simple problems of Group Order of elements of a group Exercise9.4: 5—9,11,12

Example 9.12—9.16,9.19,9.20

10.Probality Distributions 4 2 1 --26

Exercise 6 Marks 10 Marks

10.1 5,9 4,6

10.2 1,2,6 7(ii),(iii)

10.3 1,2 4,

10.4 2,4 5

10.5 -- 5,8

Examples: 10.1,10.4,10.12,10.19 10.2,10.3,10.16,10.31

10.22,10.25