Question

Figure shows the displacement-time graphs (a) and (b) for a body moving in a straight path drawn on the same scales. Then (a) slope of line in
(a) is greater than the slope of line in (b)(b) slope of line in (b) is greater than the slope of line in (a)
(c) slope of line in (a) is equal to the slope of line in (b)
(d) nothing can be said about the slopes
PLEASE EXPLAIN HOW​

Answer 1

Answer:slope basically means the steepness or inclination of the graph so according to that ,

(a)slope of line a is greater than slope of line b

this also implies that velocity of object a is greater than velocity of object b .

Answer 2

Explanation:

Slope of line in (a) is greater than the slope of line in (b)

The slope of graph is measured with tan of angle between the displacement axis and time axis.

tanθ=timedisplacement

Therefore more the graph is incline towards the displacement axis more is its slope.Hence Slope of line in (a) is greater than the slope of