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@robtobey @wio @loser66 @Zale101 @mathmate
Hint: \(Rate=\Large\frac{Distance}{Time}\)
So, in your question, what is the rate?
remember, rate is distance per time
@MathHelpp10x , you with me?
uhh kinda
So, i gave you the formula for rate and distance, all you have to do is use the right formulas and plug in the rate.
wait i thought it was speed=distance*time
time = distance/speed speed = distance/time
speed and rate are technically the same thing
I'll do some changes
\(Speed=\Large \frac{distance}{time}\)
To solve for Distance \(Distance=Speed*Time\) to solve for time \(Time=\Large\frac{Distance}{Speed}\)
In the question, what is the speed?
66
Its A.
Which choice has the accurate way of describing speed? Member, if the equation is solving for time it equals to distance over time if the equation is solving for distance the it equals to speed times time if the equation is solving for speed then it equals to distance over time A has \(Time=Speed*Distance\) Is the the accurate way of solving for time?
is that*
Just realized how stupid i am...
A is incorrect because \(time =\Large\frac{ distance}{ Speed}\) not \(Speed*Distance\)
Math, we all make mistakes.
Wait, im considering D cause of d = 66t, distance =speed/time
Yes! :)
Distance =speed*time
it cant be C cause it's not writen correctly
Yeah, C is incorrect
thanks!
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