#1
15th June 2016, 09:25 AM
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IIT JEE Previous Years Papers Download
Hello sir, I am Naman. I want you to help me by providing me with the JEE Advanced previous year paper. Can you give me some details about it?
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#2
15th June 2016, 10:38 AM
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Re: IIT JEE Previous Years Papers Download
As you have asked for the JEE Advanced previous year paper, I am providing you with it, log 102, log 10(2x- 1) and log 10(2x + 3) are three consecutive terms of an A, P for: (1) more than two real x. (2) no real x (3) exactly one real x (4) exactly two real x If a circle has two of its diameters along the lines x + y = 5 and x- y = 1 and has area 9n, then the equation of the circle is : A variable plane is at a constant distance p from the origin 0 and meets the set of rectangular axes OX; (i =1 ,2,3) at points A; (i = 1 2,3), respectively. If planes are drawn through A1, A2, A3, which are parallel to the coordinate planes, then the locus of their point of intersection is If the mean and the standard deviation of 1 0 observation x1, x2........ ,x10 are 2 and 3 respectively, then the mean of (x1 + 12), (x2 + 1)2, ............ ,(X10 + 1)2 is equal to: Condiser the differential equation, ydx- (x + y2)dy = 0. If for y = 1, x takes value 1, then value of x when y =4 is: (1) 64 (2) 9 (3) 16 (4) 36 JEE Advanced Previous year paper For more, you can refer to the attached file |