Physics, asked by Shivannisachdev26, 3 months ago

Define the following term
average Speed​

Answers

Answered by bhavyasinghh04
2

Answer:

Average speed is calculated by dividing the total distance that something has traveled by the total amount of time it took it to travel that distance

Answered by Anonymous
44

Question:-

  • Define Average Speed

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Solution:-

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Average Speed: is define as Total distance covered is divided by the total time taken. Average speed is the mean of all speeds of a body when its Non-Uniform motion.

Whenever, We have asked to find the Average speed. We will divide the distance by time.

  -  \: \sf Average\;Speed = \dfrac{Total\;Distance\;Covered}{Total\;Time\;Taken}

Additional Information:-

To Understand the average speed, let us know about uniform and non uniform motion.

Uniform Motion: Motion of a body in a straight line travelling equal distance in equal gap of time. If a moving body covers equal distances in equal intervals of time, it is said to be in uniform motion.

Non-Uniform Motion: Distance travelled by the body at fixed intervals of times is not the same. If a moving body covers unequal distances in equal intervals of time or equal distances in unequal intervals of time, It is said to be Non-Uniform Motion.

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Let us solve Example:

\rm\red{~Example~1.} Roma walk a distance of 270 metre from her home to a park in 3 minutes what was her speed during this walk

Solution:

Here's Distance(s) = 270m,

Time (t) = 3min

❖ 1 min = 60s = 3 × 60s = 180s

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\maltese Since, we take the unit of speed as metre/second for smaller distances, so we change the time given in minutes into second.

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\begin{gathered} \sf Speed =  \: ? \\\\\\ \; :\implies \sf Speed(v) = \dfrac{s}{t} \\\\\\ \: \therefore \sf  \:  \:  \:  \:  \:  \:  \:  \: v = \dfrac{270m}{180s} \\\\\\ :\implies\;\;{\underline {\boxed{\frak{~1.5 \:  \: m/s}}}} \end{gathered}

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If we know the speed of an object, we can find the distance covered in a given time. Also, we can find the time an object takes to cover the distance while moving with a given speed.

Thus ,

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Distance = Speed × Times

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\sf{Time \; = \; \dfrac{Distance}{Time}}

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