Question

If cost of travelling is proportional to
the distance covered then this
relationship graphically represents​

Answer 1

SOLUTION

TO DETERMINE

If cost of travelling is proportional to the distance covered then this relationship graphically represents

EVALUATION

Let y be cost of travelling and x be the distance covered

Now it is given that cost of travelling is proportional to the distance covered

$\sf{ \therefore \: \: y \propto \: x}$

$\implies \sf{y = mx}$

Now m is a positive real number as y and x both are non negative real number

Here m is the rate of travelling per unit distance

Thus from above we get the relationship as

$\sf{y = mx}$

Where m is a positive real number

The above equation represents an equation of a Straight line passing through the origin

Hence the given relationship represents an equation of a Straight line passing through the origin

Graph : For graph refer to the attachment

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