Question

DIFFERENCE BETWEEN AVERAGE SPEED AND SPEED. ​

Answer 1

Answer:

$Speed = \frac{distance}{time} \\For\: Example,\\ d=4\\t=2\\\frac{4}{2} =2m/s \: which\: is\: speed\: only \:used \:for\: certain\: distance \:and\: time\\Average \:Speed=\frac{total\:distance}{total\:time} \\For\:Example,\\your\:going\: to \:a\:park.\\ There \:your \:covering \: different\:distance\:with\:different\: time \: intervals\:which\:means\:your\:in\:non-uniform\:motion. \\In\:this\:state\:we\:use\:average\:speed.$