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JEE Main || Algebra || Super Quiz 12

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Question 1

Let  a,b,c,d be real numbers such that |a-b|=2, |b-c|=3, |c-d|=4. Then the sum of all possible values of |a-d| is

Question 2

The question has FOUR options. ONLY ONE of these four options is the correct answer.   
Let a, b and a2+ b2 0. Suppose where

i=. If z = x + iy and z S, then (x, y) lies on

I) the circle with radius and centre for a > 0, b 0

II) the circle with radius -and centre for a < 0, b 0

III) the x-axis for a 0, b = 0

IV) the y-axis for a = 0, b 0

Question 3

Suppose is a given line segment in the plane and is a scalene triangle. The number of points in the plane such that the triangle with vertices (in some order) is similar to triangle is

Question 4

The mean of the series is 51. If 6 is replaced with 11, then find the new mean.

Question 5

The sum of 100 observations and the sum of their squares are 400 and 2475, respectively. Later on, three observations, 3, 4 and 5, were found to be incorrect. If the incorrect observations are omitted, then the variance of the remaining observations is:

Question 6

For all positive integral values of n, is equal to

Question 7

The symbolic form of the following statement is
“ABC is an right angle triangle if and only if one of its interior angle is 90 degrees”

Question 8

IfDescription: Description: E:\VITJEE\Vitjee-2015-Maths_files\image296.png, then Rank of A. is equal to

Question 9

Using the rules of Combination find the value of the following series
1+C(100,99)C(100,1)+C(100,98)C(100,2)+C(100,97)C(100,3)+……+1

Question 10

Product of 1st 3 terms of G.P. is 125. If we add 5 to 2nd term and 10 to 3rd term of G.P., the terms are in A.P.Find terms in A.P.
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Feb 1JEE & BITSAT