If a runner runs a race on a circular track that has a radius of 30 m and they complete the race in 125 seconds, but they end the race at the same spot they started, what would be the difference between the runner's speed and velocity? (show all work)

To answer this question you must know that speed is only one magnitude, but velocity is a magnitude with an associated direction, that is, it is a vector.

For a circular movement like the one shown in the problem the velocity is defined as:

Where:

w = angular velocity

r = radius of the circumference

= angle of the object with respect to the origin

Speed is defined as:

.

In this problem we know that:

r = 30 m

So:

v = | V | = wr

v = (0.0503)(30)

v = 1.5079 m/s    speed of the runner

On the other hand:

  velocity of the runner

unlike poles attract

multiple allele inheritance is traits controlled by more than 2 alleles (ex: pigeons having 3 alleles of one gene govern their feather color).