Question

Which statensent is true about the coordinates of points A and 8?

CLEAR
CHECK
of point B =
of point a
of point B
of point A
of point B
of point
You cannot tell because there are no values shown.​

Answer 1

ratio of y over x is a constant .Hence , of point B is equal to of point A. Correct option A).

Explanation:

Answer 2

`(y)/(x)` of point B is equal to
`(y)/(x)` of point A. Correct option A).

Explanation:

Here we have , a straight line in the graph between x-axis & y-axis . There are two points given here, A and B which lie in same line . Equation of line :

`y = (3)/(4)x` , passing through origin . General equation of a line is :

`y = mx+c` , where m = slope of line , c = x intercept , comparing this equation to to equation of line given in graph we get that m = 3/4 & c =0.

Useful info from here is slope = 3/4 . We know that slope = tan(theta) i.e.

⇒
`slope = tanx\\`

⇒
`tanx = (Perpendicular)/(base)`

⇒
`tanx = (y)/(x)`

⇒
`slope = (y)/(x)`

⇒
`(y)/(x) =(3)/(4)` , which is constant i.e. ratio of y over x is a constant .Hence ,
`(y)/(x)` of point B is equal to
`(y)/(x)` of point A. Correct option A).