Question
How many planes can be made to pass through a line and a point not on the line?
✓
Answer
Given a line and a distinct point not lying on the line, only a single plane can be drawn through both of them as there can be only plane which can accommodate both the line and the point together.
Let us take a line l and a point A, as we can see there can be only plane which pass through both of them.
Let us take a line l and a point A, as we can see there can be only plane which pass through both of them.
Need a full question paper?
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
Explore more
Similar questions
Factorise:
$25 x^2-10 x+1-36 y^2$
→$25 x^2-10 x+1-36 y^2$
Solve the following equations:$3^{\text{x}+1}=27\times3^4$
→Rationalise the denominator of the following:$\frac{1}{2+\sqrt{3}}$
→Find the following products:
$(4 x-5 y)\left(16 x^2+20 x y+25 y^2\right)$
→$(4 x-5 y)\left(16 x^2+20 x y+25 y^2\right)$
If the angles (2x - 10)° and (x - 5)° are complementary angles, find x.
In figure, rays AB and CD intersect at O.
Determine y when x = 60°.
Determine y when x = 60°.
Find the value to three place of decimals of each of the following. It is given that $\sqrt2=1.414,\ \sqrt3=1.732,\ \sqrt5=2.236,\ \sqrt10=3.162.$$\frac{\sqrt5+1}{\sqrt{2}}$
→The percentage marks obtained by students of a class in mathematics are as follows: 64, 36 , 47, 23, 0, 19, 81, 93, 72, 35, 3, 1. Find their mean.
Retionalise the denominator of each of the following:$\frac{1}{\sqrt12}$
→Find the value of x in the following:$\Big(\frac{3}{4}\Big)^3\Big(\frac{4}{3}\Big)^{-7}=\Big(\frac{3}{4}\Big)^{2\text{x}}$
→