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IIT JEE Mathematics - Model Problems

IIT JEE Mathematics - Model Problems. Thursday, January 1, 2009. Ask questions and answer questions about IIT JEE Subjects. KNOWLEDGE QUESTION AND ANSWER BOARD. Http:/ knol.google.com/k/narayana-rao-kvss/-/2utb2lsm2k7a/654#. Saturday, September 27, 2008. Analytical geometry - Combination problems. Problems that require concepts from two or more chapters. The radius of the circle passing through the foci of the ellipse. X²/16 y²/9 = 1 and having its centre at (0,3) is. Saturday, August 30, 2008. 2 n(n-1)/...

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IIT JEE Mathematics - Model Problems | iit-jee-maths-aps.blogspot.com Reviews

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IIT JEE Mathematics - Model Problems. Thursday, January 1, 2009. Ask questions and answer questions about IIT JEE Subjects. KNOWLEDGE QUESTION AND ANSWER BOARD. Http:/ knol.google.com/k/narayana-rao-kvss/-/2utb2lsm2k7a/654#. Saturday, September 27, 2008. Analytical geometry - Combination problems. Problems that require concepts from two or more chapters. The radius of the circle passing through the foci of the ellipse. X²/16 y²/9 = 1 and having its centre at (0,3) is. Saturday, August 30, 2008. 2 n(n-1)/...

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IIT JEE Mathematics - Model Problems | iit-jee-maths-aps.blogspot.com Reviews

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IIT JEE Mathematics - Model Problems. Thursday, January 1, 2009. Ask questions and answer questions about IIT JEE Subjects. KNOWLEDGE QUESTION AND ANSWER BOARD. Http:/ knol.google.com/k/narayana-rao-kvss/-/2utb2lsm2k7a/654#. Saturday, September 27, 2008. Analytical geometry - Combination problems. Problems that require concepts from two or more chapters. The radius of the circle passing through the foci of the ellipse. X²/16 y²/9 = 1 and having its centre at (0,3) is. Saturday, August 30, 2008. 2 n(n-1)/...

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iit-jee-maths-aps.blogspot.com

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IIT JEE Mathematics - Model Problems: September 2008

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IIT JEE Mathematics - Model Problems. Saturday, September 27, 2008. Analytical geometry - Combination problems. Problems that require concepts from two or more chapters. The radius of the circle passing through the foci of the ellipse. X²/16 y²/9 = 1 and having its centre at (0,3) is. Subscribe to: Posts (Atom). Analytical geometry - Combination problems. Areas of Blogging: IIT JEE AIEEE, News related to Security Analysis and Management of Security Market Intermediaries Bloggers. View my complete profile.

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IIT JEE Mathematics - Model Problems: Parabola - 1

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IIT JEE Mathematics - Model Problems. Saturday, June 21, 2008. 1 Find the focus, directrix, and vertex for the parabola x² = -16y. For x² = 4ay. Focus is (0,a), directrix is y = -a, and vertex is (0,0). Write the given equation as x² = 4 (-4)y. Hence focus is (0,-4), directrix is y = 4, and vertex is (0,0). The parabola opens downward. 2 Find the equation of the parabola that satisfied the following conditions. Vertex (0,0), latus rectum = 16, opens to the right. Latus rectum for standard parabola = 4a.

3

IIT JEE Mathematics - Model Problems: Analytical geometry - Combination problems

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IIT JEE Mathematics - Model Problems. Saturday, September 27, 2008. Analytical geometry - Combination problems. Problems that require concepts from two or more chapters. The radius of the circle passing through the foci of the ellipse. X²/16 y²/9 = 1 and having its centre at (0,3) is. Is the ans 4. June 21, 2010 at 10:23 AM. Sir please reveal the solution. November 15, 2010 at 8:27 PM. The answer is definitely 4. A very stupid question, actually). November 20, 2010 at 8:32 AM. The answer should be 5/2.

4

IIT JEE Mathematics - Model Problems: Ask questions and answer questions about IIT JEE Subjects

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IIT JEE Mathematics - Model Problems. Thursday, January 1, 2009. Ask questions and answer questions about IIT JEE Subjects. KNOWLEDGE QUESTION AND ANSWER BOARD. Http:/ knol.google.com/k/narayana-rao-kvss/-/2utb2lsm2k7a/654#. Please solve this problem that appeared in IIT Maths, 1984. Q: Given that pi is greater than e, prove that pi to the power of e is greater than e to the power of pi. May 28, 2009 at 4:18 AM. Please answer this question which was given in SAT 2007. September 24, 2009 at 12:37 AM.

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IIT JEE Mathematics - Model Problems: June 2008

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IIT JEE Mathematics - Model Problems. Wednesday, June 25, 2008. X-1), then x lies in the interval:. D none of these. Log (x-1)/log 0.3. Log (x-1)/log 0.3. Log (x-1) 1/2 log (x-1) (as log 0.3. Thus x Є (2,∞). Saturday, June 21, 2008. Straight Line - Model Problems - 6. 1 The set of lines ax by c = 0 where a,b,c satisfy the relation 3a 2b 4c = 0 is concurrent at the point - - - - - - - . (JEE, 1982). Answer (3/4, ½). 3a 2b 4c = 0. Dividing the equation by 4. 3a/4 2b/4 4c/4 = 0. 3a/4 b/2 c = 0. P(rq-p²...

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Learning Mathematics for IIT JEE: April 2013

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. Saturday, April 20, 2013. JEE (Advanced) 2013 Mathematics Syllabus. Algebra: Algebra of complex numbers,. Addition, multiplication, conjugation, polar. Representation, properties of modulus and. Principal argument, triangle inequality, cube. Roots of unity, geometric interpretations. Quadratic equations with real coefficients,. Relations between roots and coefficients,. Formation of quadratic equations with given. Arithmetic, geometric and harmonic.

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Learning Mathematics for IIT JEE: November 2014

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. Sunday, November 30, 2014. JEE Main 2015 Mathematics Syllabus. JEE MAIN 2015 SYLLABUS FOR MATHEMATICS:. 1 Sets, Relations And Functions. Sets and their representation; Union, intersection and complement of sets and their algebraic properties; Power set; Relation, Types of relations, equivalence relations,functions;. One-one, into and onto functions, composition of functions. 2 Complex Numbers and Quadratic Equations. 3 Matrices And Determinants.

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Learning Mathematics for IIT JEE: IIT JEE - Online Books

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. IIT JEE - Online Books. Online Books - Chemistry, Mathematics, Physics for IIT JEE. Subscribe to: Posts (Atom). HE TAUGHT ME MATHEMATICS IN X CLASS. IIT JEE Mathematics-Model Problems. Mathematics - Videos for IIT JEE. Knols - Science and Mathematics. Learning For IIT JEE 2010 - Study Plan. Learning For IIT JEE 2011 - Study Plan. Learning Physics for IIT JEE. Area of bounded regions. Chapters - RD.Sharma. Exponential and logarithmic series. XI - 2...

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Learning Mathematics for IIT JEE: CBSE - XI Class Syllabus for 2015 - 2016

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. Friday, May 8, 2015. CBSE - XI Class Syllabus for 2015 - 2016. MATHEMATICS (Code No. 041). Motivating the topics from real life situations and other subject areas, greater emphasis has been laid on application of various concepts. The broad objectives of teaching Mathematics at senior school stage intend to help the students:. 61548; to feel the flow of reasons while proving a result or solving a problem. 61548; to acquaint students with different...

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Learning Mathematics for IIT JEE: Description of a set

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. Saturday, December 20, 2008. Description of a set. Sets can be described by roster method or set-builder method. In this method, the set is described by listing all the elements within braces , separated by commas. Example: {2,4,6,8,10}. It is a set having 5 elements. In this method, a set is described by a property of x where x represents the elements. If the property of x is represented by P(x), the set description is given by. Description of a...

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Learning Mathematics for IIT JEE: May 2015

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. Wednesday, May 13, 2015. JEE Main Mathematics Study Plan Chapter 3. Functions. RD Sharma Objective Mathematics. 32 Domain, Co-Domain and range of a function. 33 Description of a function. 35 Number of functions. 36 Function as a relation. 37 Kinds of functions. 38 Composition of functions. 39 Properties of composition of functions. 310 Inverse of an element. 311 Inverse of a function. 312 Properties of inverse of a function. 35 Number of functions.

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Learning Mathematics for IIT JEE: December 2014

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. Wednesday, December 24, 2014. 33 Trigonometric ratios, Identities and Maximum and Minimum Values of Trigonometrical Expressions - Revision Facilitator. Sections in the chapter. 332 Some basic formulae. 333 Domain and range of trigonometrical functions. 334 Sum and difference formulae. 335 Sum and difference into products. 336 Product into sum or difference. 337 T-ratios of the sum of three or more angles. 331 to 33.4. 332 Some basic formulae.

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Learning Mathematics for IIT JEE: IIT JEE Mathematics Study Plan 1. Sets

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. Sunday, May 1, 2016. IIT JEE Mathematics Study Plan 1. Sets. RD Sharma, Objective Mathematics, Chapter 1. 12 Description of a set. 13 Types of sets. 18 Operations on sets. 19 Laws of algebra of sets. 110 More results on operations on sets. 111 Some important results on number of elements in sets. Sets Chapter - Study Plan. 1 May to 7 May). Day 1 ( 1 May). 12 Description of a set. 13 Types of sets. Video Lectures - Sets. Day 2 (2 May). Day 3 (3 May).

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Learning Mathematics for IIT JEE: Mathematics First Prize Certificate - Narayana Rao - Intermediate - 1971

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Learning Mathematics for IIT JEE. IIT JEE - Online Books. Friday, February 27, 2015. Mathematics First Prize Certificate - Narayana Rao - Intermediate - 1971. The Justification for My writing this blog. I have a responsibility to the society to share something that I have learned in the way I think will facilitate learning. Subscribe to: Post Comments (Atom). HE TAUGHT ME MATHEMATICS IN X CLASS. IIT JEE Mathematics-Model Problems. Mathematics - Videos for IIT JEE. Knols - Science and Mathematics.

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IIT JEE Chemistry Model Questions and Problems. Friday, August 29, 2008. Chemical Equilibrium - Past JEE Questions. State True or False. 1 If equilibrium constant for the reaction A2 B2 ↔ 2AB, is K, then for the backward reaction AB ↔ ½ A2 ½ B2, the equilibrium constant is 1/K. Reason: For A2 B2 ↔ 2AB,. K = [AB] ²/[A2][B2]. For AB ↔ ½ A2 ½ B2 equilibrium constant is. This is not equal to 1/K. 2 Solubility of sodium hydroxide increases with increase in temperature. Answer : Kp = Kc (RT). MCQs with multipl...

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Chemistry - Practice Sets for IIT JEE Chemistry

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IIT JEE Mathematics - Model Problems

IIT JEE Mathematics - Model Problems. Thursday, January 1, 2009. Ask questions and answer questions about IIT JEE Subjects. KNOWLEDGE QUESTION AND ANSWER BOARD. Http:/ knol.google.com/k/narayana-rao-kvss/-/2utb2lsm2k7a/654#. Saturday, September 27, 2008. Analytical geometry - Combination problems. Problems that require concepts from two or more chapters. The radius of the circle passing through the foci of the ellipse. X²/16 y²/9 = 1 and having its centre at (0,3) is. Saturday, August 30, 2008. 2 n(n-1)/...

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Friday, November 20, 2015. Thursday, June 14, 2012. Application of the Cayley-Hamilton Theorem. A basic theorem from Linear Algebra, is not a part of JEE syllabus. But this simple result comes in handy in JEE often. According to the Cayley-Hamilton Theorem. Every square matrix A satisfies its own Characteristic Equation. For a matrix A. Of size n X n. Is defined as,. Is the identity matrix of size n X n. So according to the Cayley-Hamilton Theorem,. This can be illustrated with an example. This is in 0/0.