1 / 12

Blue print

Blue print. BLUE PRINT Marks : 1 6 10 tot 1.Applications of matrices and determinants 4 2 1 26

Download Presentation

Blue print

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Blue print BLUE PRINT 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 4.Coordinate Geometry 4 1 3 40 5.Differential calculus I 4 2 2 36 6.Differential calculus II 2 1 1 18 7.Applicaions of Int.Cal. 4 1 2 30 8.Diff.Equations 4 1 2 30 9.Discrete mathematics 4 2 1 26 10.Probality Distributions 4 2 1 26

  2. 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

  3. 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

  4. 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

  5. 3.Complex Numbers 4 2 1 - 26

  6. 4.Coordinate Geometry 4 1 3 - 40 • 10Marks • 1.Finding ecce.focus,vertex,directrix,etc. • 2.Asymptotes • 3.Applications

  7. 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

  8. 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)

  9. 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

  10. 8.Diff.Equations 4 1 2 -- 30 • 10Marks:1. Exercise: 8.2--8.4 • 2. Exercise: 8.5&8.6 (second order,Applications)

  11. 9Discrete mathematics 4 2 1 -- 26

  12. 10.Probality Distributions 4 2 1 --26

More Related