X - 5 - 0 is parallel to y-axis- Find the value of x co-ordinate where it crosses x-axis-

Question

Toppr Admin · Accepted Answer

Given- x-x2212-5-0-gt-x-5In the linear equation x-5- there is no term for y- This means- that y can take any value- Points lying on the line x-5-xA0- can be -5-0-5-4- or -5-x2212-7- Plotting these points on the graph paper and joining them- we get the graph for x-5-Thus- given line cut the x-x2212-axis at 5-

Points & Coordinates	A	B	C	D
x	1	4	3	6
y	2	0	3	2
(x , y)	(1 , 5)	(4 , 0)	(1, 3)	(6 , 2)

Points & Coordinates	P	Q	R	S
x	0	1	3	1
y	2	0	4	4
(x , y)	(0, 2)	(1, 0)	(3 , 4)	(1 , 4)

x−5=0 is parallel to y−axis. Find the value of x co-ordinate where it crosses x−axis.

Given, x−5=0=>x=5In the linear equation x=5, there is no term for y. This means, that y can take any value. Points lying on the line x=5 can be (5,0),(5,4) or (5,−7). Plotting these points on the graph paper and joining them, we get the graph for x=5.Thus, given line cut the x−axis at 5.

$x - 5 = 0$ is parallel to $y -$ axis. Find the value of $x$ co-ordinate where it crosses $x - a x i s$ .