hhh
@peachpi @Vocaloid
b
because he went 20 miles in an hour he was going 20mph
@iwanttogotostanford
or would it be 0?? because there was really no change"
yeah i was reading worng sorry
it would be zero
thats what I thought are you sure?? @g-lax4
speed is change in distance divided by change in time in this graph, that is the slope of the line slope is change in y (distance here) divided by change in x (time here) a horizontal line has 0 slope, which means 0 speed. We do have to assume the travel is in a straight line. If we were moving on a circle, the distance could be the same as we moved in a circle. But I assume they are not allowing that.
yeah they just gave me the graph- i am thinking 20 or 0 but i am stuck
@phi
From hour 1 to hour 2, the position stays at 40. that implies you are not moving not moving means a speed of 0
well it says only during the second hour and it doesn't change?? it just goes at a constatnt
i think it would be zero
Imagine you walk along a straight road. Over time you get further away from the start. then you stop for 1 hour. The distance will not change during that hour. If you plot it, you will show a line at 40 going across for 1 hour
yes
But if the problem does not say you are moving along a straight line, you should complain to your teacher. You could move on a circle (which means you have some speed), but the distance would not change (all points on a circle are the same distance from the center) In other words, if you allow moving in a circle, it is possible to have non-zero speed, but on your graph, the distance from the start would be the same number.
No, the speed is zero. (I assume they are not being tricky here) if the graph shows the distance is not changing, then that means you are not moving.
ah ok. Thank you!
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