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JEE Main Maths Test- 11 - JEE MCQ


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30 Questions MCQ Test Mock Tests for JEE Main and Advanced 2025 - JEE Main Maths Test- 11

JEE Main Maths Test- 11 for JEE 2024 is part of Mock Tests for JEE Main and Advanced 2025 preparation. The JEE Main Maths Test- 11 questions and answers have been prepared according to the JEE exam syllabus.The JEE Main Maths Test- 11 MCQs are made for JEE 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for JEE Main Maths Test- 11 below.
Solutions of JEE Main Maths Test- 11 questions in English are available as part of our Mock Tests for JEE Main and Advanced 2025 for JEE & JEE Main Maths Test- 11 solutions in Hindi for Mock Tests for JEE Main and Advanced 2025 course. Download more important topics, notes, lectures and mock test series for JEE Exam by signing up for free. Attempt JEE Main Maths Test- 11 | 30 questions in 60 minutes | Mock test for JEE preparation | Free important questions MCQ to study Mock Tests for JEE Main and Advanced 2025 for JEE Exam | Download free PDF with solutions
JEE Main Maths Test- 11 - Question 1
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A point P on y-axis is equidistant from the points A(–5,4) and B(3,–2). Its co-ordinates are

JEE Main Maths Test- 11 - Question 2
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If the point P(x,y) be equidistant from the points A(a b, b–a) and B(a–b,a b), then

Detailed Solution for JEE Main Maths Test- 11 - Question 2
PA=PB
take square both side 
PA^2=PB^2

now use distance
formula ,
{x-(a+b)}^2+{y-(b-a)}^2={x-(a-b)}^2+{y-(a+b)}^2

=>x^2+(a+b)^2-2x(a+b)+y^2+(b-a)^2-2y(b-a)y=x^2+(a-b)^2-2x(a-b)+y^2+(a+b)^2-2y(a+b)

=>2x(a-b)-2x(a+b)=2y(b-a)-2y(a+b)

=>2x{a-b-a-b}=2y{b-a-a-b}

=>2x(-2b)=2y(-2a)

=>bx=ay 
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JEE Main Maths Test- 11 - Question 3
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The points (0,8/3),(1,3) and (82,30) are the vertices of

JEE Main Maths Test- 11 - Question 4
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P(3,1),Q(6,5) and R(x,y) are three points such that the angle PRQ is a right angle and the area of
RPQ= 7, then the number of such point R is
JEE Main Maths Test- 11 - Question 5
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Determine the ratio in which the line 3x + 4y - 9 = 0 divides the line segment joining the points (1,3) and (2,7).
JEE Main Maths Test- 11 - Question 6
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Given four lines with equations x+2y–3 = 0, 3x+4y–7 = 0, 2x+3y–4 = 0, 4x+5y–6 = 0, then
JEE Main Maths Test- 11 - Question 7
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......PS be the median of the triangle with vertices P(2,2), Q(6,–1) and R(7,3). The equation of the line passing through (1,–1) and parallel to PS is
JEE Main Maths Test- 11 - Question 8
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The line 4x+y = cuts the axis of co-ordinates at A and B. If C is the foot of perpendicular drawn from origin O, then AC : CB =
JEE Main Maths Test- 11 - Question 9
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Points on the line x+y = 4 that lie at a unit distance from the line 4x+3y–10 = 0 are
JEE Main Maths Test- 11 - Question 10
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A line passes through (2,2) and is perpendicular to the line 3x+y = 3. Its y intercept is
Detailed Solution for JEE Main Maths Test- 11 - Question 10

JEE Main Maths Test- 11 - Question 11
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The four lines axby c=0 enclose a
JEE Main Maths Test- 11 - Question 12
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The reflection of the point(4,–13) in the line 5x+y+6= 0 is
JEE Main Maths Test- 11 - Question 13
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The equation of the bisector of the acute angle between the lines 3x–4y+7 = 0 and 12x+5y–2 = 0 is
JEE Main Maths Test- 11 - Question 14
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The vertices of a triangle ABC are (1,1), (4,–2) and (5,5) respectively. Then equation of perpendicular dropped from C to the internal bisector of angle A is
JEE Main Maths Test- 11 - Question 15
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A line is such that its segements between the straight lines 5x–y = 4 and 3x+4y–4 = 0 is bisected at the point (1,5). Its equation is
JEE Main Maths Test- 11 - Question 16
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The radius of the circle whose centre is on y-axis and which passes through the points (5,2) and (7,–4) is
JEE Main Maths Test- 11 - Question 17
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Two circles and 0 are such that they
Detailed Solution for JEE Main Maths Test- 11 - Question 17
These are the equation of two circles.The best way to find out whether two circles touches or cuts or do not intersect is to find out the distance between their centres.If this distance is greater than the sum of their radii they don't touch,if equal to sum of radii they just touch, and if less than sum of radii then intersect at two points. If distance is zero then they are concentric.
JEE Main Maths Test- 11 - Question 18
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3x+4y–7 = 0 is common tangent at (1,1) to two equal circles of radius 5. Their centres are the points
JEE Main Maths Test- 11 - Question 19
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The points (2,3),(0,2),(4,5)and (0,c) are concyclic if the value of c is
JEE Main Maths Test- 11 - Question 20
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Equation of the diameter of the circle  which passes through the origin is
JEE Main Maths Test- 11 - Question 21
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Which of the following lines is a normal to the circle
JEE Main Maths Test- 11 - Question 22
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The equation represents
JEE Main Maths Test- 11 - Question 23
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The coordinates of the point on the circle x2+y2-12x-4y+30=0 which is the farthest from the origin are
Detailed Solution for JEE Main Maths Test- 11 - Question 23
Centre of the given circle is - (-12/2) , - ( -4/2)
This means (6,2) is the centre of the circle. 
The farthest point from the origin on the circle has to be the far end of diameter got by joining (0,0) and (6,2)
Equation of line joining these two points is by two point formula
We have x = 3 y 
The point of intersection of this line and circle is got by solving these two
We get points (3,1) and (9,3)
Hence required farthest is (9,3)
JEE Main Maths Test- 11 - Question 24
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The angle between two tangents from the origin to the circle is
JEE Main Maths Test- 11 - Question 25
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The number of tangents that can be drawn from the point (8,6) to the circle is
JEE Main Maths Test- 11 - Question 26
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The equation of the common tangent to the circle , at their point of contact is
JEE Main Maths Test- 11 - Question 27
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The intercepts made by the circle on the x-axis and y-axis are respectively
JEE Main Maths Test- 11 - Question 28
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The circle touches x-axis, then c =
JEE Main Maths Test- 11 - Question 29
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The equation of the passing through the intersection of the circles and having its centre on the line y = x is
JEE Main Maths Test- 11 - Question 30
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The vertex A of a triangle ABC is the point (-2, 3) whereas the line perpendicular to the sides AB and AC are x – y – 4 = 0 and 2x – y – 5 = 0 respectively. The right bisectors of sides meet at P(3/2 , 5/2) . Then the equation of the median of side BC is
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