Question

how is the distance traveled inversely proportional to the time taken

Answer 1

A constant speed the distance travelled is proportional to time travelled and for a fixed distance the time taken is inversely proportional to the speed. is proportional to the square of the time travelling.

Answer 2

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we know that :
$speed = \frac{ distance}{time \: }$

Time is directly proportional to the distance traveled
And also. ;
speed is also directly proportional to distance traveled

when the distance is constant
then speed is inversely proportional to time




example:
Let's suppose a car takes 1 hr to cover a distance of 20 kms. So the speed of the car is 20kms/hr.

If the same distance needs to be covered in 30 mins, the car has to go much faster than 20km/hr. Isn't that so ?

On the other hand, suppose the car could cover only 10 kms in 1 hr or otherwise it took 2 hrs to cover the same 20 kms, then we can say that the car would have run at comparatively lesser speed than the previous.





hope it helps you
#be brainly