help?
whats your question
with?
@sosfrommaths, you are posting your question in @kaylaynn's question. That is considered a no-no here.
Suppose an object moves along a horizontal path with the position function \[x(t) = 4t-t ^{2}\] on the time interval \[0\le t \le 5\]where x is measured in meters and t is measured in seconds. find the average velocity of the object from t=0 to t=5. Make sure to state units in your answer.
do you mean x(t)= to meters you would just plug t into the function for the intervals asked.
x(0) and x(5) how many units is their difference? well, the average speed or velocity will be that amount over the interval given from 0 - 5, the interval is just 5 units, that is, 5 seconds
\(\bf \cfrac{x(0)-x(5)}{[0..5]units}\implies \cfrac{x(0)-x(5)\quad meters}{5\quad seconds}\)
? its a bit messed up
I don't think the equation editor is working right now. I couldn't get mine to work either.
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