a car moves for a speed of 50 kmph after 5sec it aquire speed of 70kmph find the distance covered
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Hello,
Given that
Initial velocity = 50 km/hr = 50*5/18 m/sec
=250/18 m/sec
Final velocity = 70km/hr = 70*5/18 m/sec
=350/18 m/sec
Time taken = 5 seconds.
We know that
Acceleration = v-u/t
A =

Now,
S =ut +1/2 at²
Putting the values in the motion equation.

So
The answer is
The distance travelled is equal to 83.3333333.....m
So ,
Taking the value approximately
Distance travelled = 1500/18 m or 83.33(approx)
Hope this will be helping you ✌️
Given that
Initial velocity = 50 km/hr = 50*5/18 m/sec
=250/18 m/sec
Final velocity = 70km/hr = 70*5/18 m/sec
=350/18 m/sec
Time taken = 5 seconds.
We know that
Acceleration = v-u/t
A =
Now,
S =ut +1/2 at²
Putting the values in the motion equation.
So
The answer is
The distance travelled is equal to 83.3333333.....m
So ,
Taking the value approximately
Distance travelled = 1500/18 m or 83.33(approx)
Hope this will be helping you ✌️
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