Traveling East How much time is needed for an object traveling with a velocity of 22 m/s eastward to reach a point 242 m to the east?
\(\displaystyle d=rt\) Where, \(d=\text{distance}\\ r=\text{rate}\\ t=\text{time}\) We know two, \(d=242\text{m}\\ r=22\text{m/s}\) So we now have, \(242=22\times t\) How would you solve for t? :)
Do you understand? I have seen you start to respond several times.
Not quite :/. I'm at the end. 242= 22x t
How would you get t by itself?
Perhaps think of it like this. \(d=rt\) How would you solve for t here?
Multiply?
It is already a multiplication of r and t. So what do we do to get rid of a multiplication?
Divide?
Exactly, you would divide each side by r to get t by itself so now we have, \(\displaystyle t=\frac{d}{r}\) Input the values from above, what do you get?
Remember, \(d=242\\ r=22\)
11 ?
Correct! Good job!
Thanks!! :D
No problem!
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