how to calculate total distance traveled

}\) What does this number represent in terms of the physical setting of the problem? our velocity is 10. So I could say that's The negative slope shows the position function is decreasing because the woman is walking east, rather than west. Find the value of the total area enclosed by \(y = v(t)\) and the \(t\)-axis on the interval \(0 \le t \le a\text{. For instance, by traveling at 80 miles/hr for half of the trip and 64 miles/hour for the other half, we will still travel 60 miles in 50 minutes 72 miles/hour = 60 miles/50 min =????? the-- we only care for positive values of time. of the velocity function, the acceleration at six seconds, that's not what we're interested in. So I'll write down 4 and 2/3. Once you have your 2 values, just multiply them together to get the distance the object traveled. Well, this part We have also encountered the reverse situation, where we know the derivative of a function, \(f'\text{,}\) and try to deduce information about \(f\text{. So this is the total path Determine the total distance traveled and the total change in position on the time interval \(0 \le t \le 2\text{. But this is extremely simplistic compared to real quantum mechanics. It only takes a few minutes. The velocity graph is shown below. A particle moves along the x-axis so that the acceleration at any time t is given by: At time (d) Find the total distance traveled by the Expert teachers will give you an answer in Now what is speed? Am I crazy or would simply taking the integral of 0

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