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Sunday, November 15, 2009. Sunday, November 15, 2009. Links to this post. Monday, November 9, 2009. PROBLEM 22: FIND THE LOCUS OF THE POINT. If the sum of the distance of a point from the two perpendicular lines in a plane is 1, then find the locus of the point. Monday, November 09, 2009. Links to this post. PROBLEM 21: FIND THE RATIO. Monday, November 09, 2009. Links to this post. SOLUTION OF PROBLEM: 18. Monday, November 09, 2009. Links to this post. SOLUTION OF PROBLEM: 17. Monday, November 09, 2009.

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MATHS IIT | mathsiit.blogspot.com Reviews

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Sunday, November 15, 2009. Sunday, November 15, 2009. Links to this post. Monday, November 9, 2009. PROBLEM 22: FIND THE LOCUS OF THE POINT. If the sum of the distance of a point from the two perpendicular lines in a plane is 1, then find the locus of the point. Monday, November 09, 2009. Links to this post. PROBLEM 21: FIND THE RATIO. Monday, November 09, 2009. Links to this post. SOLUTION OF PROBLEM: 18. Monday, November 09, 2009. Links to this post. SOLUTION OF PROBLEM: 17. Monday, November 09, 2009.

<META> KEYWORDS

1 alg/ch

2 posted by

3 nishu

4 1 comment

5 labels complex numbers

6 unsolved questions

7 cor/m

8 2 comments

9 labels straight lines

10 cor/ch

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MATHS IIT | mathsiit.blogspot.com Reviews

https://mathsiit.blogspot.com

Sunday, November 15, 2009. Sunday, November 15, 2009. Links to this post. Monday, November 9, 2009. PROBLEM 22: FIND THE LOCUS OF THE POINT. If the sum of the distance of a point from the two perpendicular lines in a plane is 1, then find the locus of the point. Monday, November 09, 2009. Links to this post. PROBLEM 21: FIND THE RATIO. Monday, November 09, 2009. Links to this post. SOLUTION OF PROBLEM: 18. Monday, November 09, 2009. Links to this post. SOLUTION OF PROBLEM: 17. Monday, November 09, 2009.

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MATHS IIT: Problem 18: Solve the differential equation

http://mathsiit.blogspot.com/2009/10/problem-18-solve-differential-equation.html

Saturday, October 31, 2009. Problem 18: Solve the differential equation. Saturday, October 31, 2009. Subscribe to: Post Comments (Atom). There was an error in this gadget. You can post your mathematics problems by just signing in from your gmail or yahoo e-mail Id and post your problems in Get Answers. SOLUTIONS 2 UR PROBLEMS. UNSOLVED QUESTIONS ( EASY). VECTOR AND THREE D GEOMETERY. There was an error in this gadget. There was an error in this gadget. Problem 18: Solve the differential equation.

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MATHS IIT: SOLUTION OF PROBLEM: 16

http://mathsiit.blogspot.com/2009/11/solution-of-problem-16.html

Tuesday, November 3, 2009. SOLUTION OF PROBLEM: 16. Tuesday, November 03, 2009. April 16, 2016 at 5:09 PM. Great information IIT online coaching. Subscribe to: Post Comments (Atom). There was an error in this gadget. You can post your mathematics problems by just signing in from your gmail or yahoo e-mail Id and post your problems in Get Answers. SOLUTIONS 2 UR PROBLEMS. UNSOLVED QUESTIONS ( EASY). VECTOR AND THREE D GEOMETERY. There was an error in this gadget. There was an error in this gadget.

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MATHS IIT: PROBLEM 22: FIND THE LOCUS OF THE POINT.

http://mathsiit.blogspot.com/2009/11/problem-22-find-locus-of-point.html

Monday, November 9, 2009. PROBLEM 22: FIND THE LOCUS OF THE POINT. If the sum of the distance of a point from the two perpendicular lines in a plane is 1, then find the locus of the point. Monday, November 09, 2009. November 12, 2009 at 3:28 PM. Its a straight line;x y=1. June 18, 2013 at 7:44 AM. Potong Pasir MRT at the doorstep, residents can easily access almost to any destination through. Subscribe to: Post Comments (Atom). There was an error in this gadget. SOLUTIONS 2 UR PROBLEMS.

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MATHS IIT: October 2009

http://mathsiit.blogspot.com/2009_10_01_archive.html

Saturday, October 31, 2009. Problem 18: Solve the differential equation. Saturday, October 31, 2009. Links to this post. Problem 17: Determine the vaue of n. Saturday, October 31, 2009. Links to this post. Saturday, October 17, 2009. MATHSIIT WISHES U A VERY PROSPEROUS DIWALI. MATHSIIT WISHES YOU A VERY. Saturday, October 17, 2009. Links to this post. CONDITION OF LINE BEING NORMAL TO ELLIPSE. What is the condition for line y = mx c to normal a standard ellipse? Asked by VANI RAVIJA. Links to this post.

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MATHS IIT: September 2009

http://mathsiit.blogspot.com/2009_09_01_archive.html

Wednesday, September 30, 2009. SOLUTION OF PROBLEM: 7. Let z and w are two non-zero compex numbers such that z = w and arg(z) arg(w)=180(degree), then z is. SOLUTION: we can have two different ways to approach the solutions. Let z = r e(ip) , where r is z and p is arg(z). Also, w = r e(iq), where r is w and q is ar(w). As given z = w and p q =180(degree), we can write w = r e(i(180-p) = r(cos(180-p) i sin(180-p). W = r(-cos(p) i sin(p) = -r( cos(p) - isin(p) = -1/z =-z( bar). Hence, w = -z(bar). SOLUTION...

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