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The following formula gives an object's average speed 
S, where 
T is the time it takes the object to travel a distance 
D.

S=(D)/(T)
Rearrange the formula to highlight time.

T=

The following formula gives an object's average speed S S , where T T is the time it takes the object to travel a distance D D .\newlineS=DT S=\frac{D}{T} \newlineRearrange the formula to highlight time.\newlineT= T=

Full solution

Q. The following formula gives an object's average speed S S , where T T is the time it takes the object to travel a distance D D .\newlineS=DT S=\frac{D}{T} \newlineRearrange the formula to highlight time.\newlineT= T=
  1. Question Prompt: The question prompt is: "Rearrange the formula to solve for time, TT, in terms of distance, DD, and average speed, SS."
  2. Isolating T: To isolate T, we need to manipulate the equation S=DTS = \frac{D}{T} so that T is on one side by itself. We can do this by multiplying both sides of the equation by T.
  3. Multiplying by T: Multiplying both sides by T gives us T×S=DT \times S = D.
  4. Dividing by SS: Now, to solve for TT, we divide both sides of the equation by SS.
  5. Final Solution: Dividing both sides by SS gives us T=DST = \frac{D}{S}.

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