Test Details

Straight Lines

Dec 19, 8:00 AM

60 minutes

Dec 19, 8:00 PM

30.0 marks

MCQ

16 questions

Shiv Narayan Kumar

Three years of excellent teaching and mentoring experience. Aimed to provide the most effective teaching methodology to assure quality and indepth education of Science. SHIV NARAYAN SIR (Faculty of Physics )

Class Details

Physics

Class 11th Batch

Physics

👉New batch starting from May 20, 2021. In this course entire NCERT syllabus prescribed for students of standard 11th will be covered throughly.

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Question Text

Question 2 :
Which of the following points are $10$ units from the origin?

Question 3 :
The length of the segment of the straight line passing through $(3,3)$ and $(7,6)$ cut off by the coordinate axes is

Question 4 :
Find the distance between the following pair of points.<br/>$(5, 7)$ and the origin

Question 6 :
The slope of the line passing through the points $A(-2, 1)$ and $B(0, 3)$ is:<br/>

Question 7 :
The angle of inclination of a straight line parallel to x-axis is equal to

Question 10 :
If the straight line $ax + by + p = 0$ and $x\cos \alpha + y \sin \alpha = p$ enclosed an angle of $\dfrac {\pi}{4}$ and the line $x\sin \alpha - y \cos \alpha = 0$ meets them at the same point, then $a^{2} + b^{2}$ is

Question 11 :
There are two possible values of p & if the distance of $(p, 4)$ and $(5, 0)$ is $5$, then the two value difference of p is

Question 12 :
If the length of the line AB, joining $A(4, 1)$ and $B(3, a)$ is $\sqrt{10}$, then the value of $'a'$ is

Question 13 :
Assertion: If $x+ky=1$ and $x=a$ are the equations of the hypotenuse and a side of a right angled isosceles triangle then $k=\pm a$. Reason: Each side of a right angled isosceles triangle makes an angle $\pm \dfrac\pi4$ with the hypotenuse.

Question 14 :
The equation ot the line passing through the point $( 1 , - 2,3 )$ and parallel to the line$x - y + 2 z = 5$ and $3 x + y + z = 6$ is

Question 15 :
$A$ is the point on the y-axis whose ordinate is $5$ and $B$ is the point $(-3, 1)$. Calculate the length of $AB$.

Question 16 :
$ABC$ is an equilateral triangle. If the coordinates of two of its vertices are ($1, 3)$ and $(-2, 7)$ the coordinates of the third vertex can be<br>

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