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5 pages, 39 questions, 39 questions with responses, 100 total responses, 0 0    ISC 12th Indian School Certificate Examination (ISC), New Delhi
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MATHEMATICS (Three hours) (Candidates are allowed additional 15 minutes for only reading the paper. They must not start writing during this time) ---------------------------------------------------------------------------------------------------------------------------Section A Answer Question 1 (Compulsory) and five other questions Section B and Section C Answer two questions from either section B or Section C All working, including rough work, should be done on the same sheet as and adjacent to, the rest of the answer The intended marks for questions or parts of questions are given in brackets [ ] Mathematical tables and graph papers are provided. Slide rule may be used. ------------------------------------------------------------------------------------------------------------------------------- SECTION A Question 1 x 1 3 (i) If is a symmetric matrix then find the value of x . 2x + 3 x + 2 (ii) If cos(2 sin 1 x ) = 1 find the values of x 9 (iii) Find the value of k if the line y = 4 x + k  touches the parabola y 2 = 16 x . (iv) Evaluate: Lim (1 + sin x )cot x x 0 (v) Evaluate: si n  xdx    2 (vi) Evaluate: 3 + 5 cos x log[ 3 + 5 sin x ]dx  0 (vii) Five books on Mathematics and 3 books on Physics are placed at random on a bookshelf. What is the probability that books on Mathematics are placed side by side on the bookshelf?  (viii) If the two lines of regression are 4 x + y = 225 and x + 4 y = 150 , find the value of Karl Pearson s coefficient of correlation for the data represented by x and y .  (ix) If ( 3 + i )6 = x + iy find the values ' x ' and y . (x) Solve log dy = 4x 2 y 2 . dx   ------------------------------------------------------------------------------------------------------------------------------1 ISC Specimen Question Paper  Formatting page ...

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