A rabbit runs in a straight line with a velocity of +1.4 m/s for a period of time, rests for 11 s, and then runs again along the same line at +0.56 m/s for an unknown amount of time. The rabbit travels a total distance of 1248 m, and its average speed is 0.78 m/s. (a) What is the total time the rabbit spends running at 1.4 m/s? (b) How long does it spend running at 0.56 m/s?
We know the formula for motion, x = vt It's pretty easy for us to since it's just a straight line, so we have \[(+1.4 m/s)t+(+0.56 m/s)t_2 = 1248m\] we also have the average speed being +0.78 m/s, so we can set up another equation for average, any idea how? Because once we set this equation up you can solve the problem simply.
no
How do you find average speed?
xf-xi/tf-ti
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