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For a car traveling at a constant rate of 60 mph the distance traveled is a function of the time traveled. how do i express this relation as a function?
D = 60T where T is expressed in hours.
What is the distance traveled by an object divided by the time in which the distance was traveled without identifying the direction traveled?
Speed describes the distance traveled by an object divided by the time in which the distance was traveled, if the direction is not specified.
What is the formula for distance traveled as a function of time when an object is subject to constant acceleration?
d(t)=Vi(t)+((1/2)(a*t^2)) I just can't find anywhere to explain where that 1/2 constant comes from.
If speed is constant but the time of the travel ends up being less what must have happened to the distance traveled?
. The distance decreased.
Why might the distance traveled in a given second vary on a graph showing speed?
because the speed is constant..
The distance traveled by a car depends on the speed of the car what function describes it?
The distance traveled by a car can be described by the linear function (d = vt), where (d) represents distance, (v) is the speed of the car, and (t) is the time traveled. This equation indicates that distance is directly proportional to both speed and time, assuming constant speed. Therefore, as speed increases, the distance traveled in a given time also increases.
For a car traveling at a constant rate of 60 mph the distance traveled is a function of the time traveled. how do i express this relation as a function?
D = 60T where T is expressed in hours.
Is the total distance traveled divided by constant speed eual constant speed?
No. The total distance traveled divided by constant speed is the time interval.
What is the distance traveled by an object divided by the time in which the distance was traveled without identifying the direction traveled?
Speed describes the distance traveled by an object divided by the time in which the distance was traveled, if the direction is not specified.
The distance traveled by an automobile moving at a constant velocity is?
The distance traveled by an automobile moving at a constant velocity is equal to the product of the velocity and the time traveled. This relationship assumes no changes in velocity or direction during the motion.
How does time affect the distance traveled by an object in motion?
Time affects the distance traveled by an object in motion through the formula distance = speed x time. The longer the time, the greater the distance traveled if the speed remains constant. Conversely, if the time is decreased, the distance traveled will also be less if the speed remains constant.
What is the formula for distance traveled as a function of time when an object is subject to constant acceleration?
d(t)=Vi(t)+((1/2)(a*t^2)) I just can't find anywhere to explain where that 1/2 constant comes from.
How can one determine the distance traveled by an object based on its acceleration?
To determine the distance traveled by an object based on its acceleration, you can use the formula: distance 0.5 acceleration time2. This formula calculates the distance traveled by an object with a constant acceleration over a certain period of time.
What is the equation for constant speed?
The equation for constant speed is distance = speed x time, where distance is the total distance traveled, speed is the constant speed at which the object is moving, and time is the duration of travel.
How does distance traveled vary with time in uniform linear motion?
In uniform linear motion, distance traveled increases linearly with time. This means that for every constant unit of time that passes, the object covers an equal amount of distance. The relationship between distance and time is constant and can be represented by a straight line on a distance-time graph.
If speed is constant but the time of the travel ends up being less what must have happened to the distance traveled?
. The distance decreased.
Which situation is most likely to show a constant rate of change?
The distance traveled by a truck driving at a constant speed compared with time.
