Physics, asked by manank10, 1 year ago

a car travels along a straight line with speed 40 km per hour from a to b and returns back from B to a with speed 60 km per hour find the average speed of the car

Answers

Answered by Anonymous
7

Answer:

= 48 km/hr

Explanation:

Given :

40 km/hr from A to B

60 km/hr from B to A

To find :

• Average Speed

Solution:

let the distance covered from A to B = x

so, total distance

= A to B + B to A

= x + x

= 2x

speed = Distace / Time

Time = distance / speed

from A to B :

Time = x / 40

from B to A :

time = x/60

Total Time :

= x/40 + x/60

= 5x/120

average speed :

= Total distance/ total time

= 2x ÷ 5x/120

= 2x × 120/5x

= 240/5

= 48 km/hr

Answered by krishna210398
1

Answer:

The correct answer is  48 km/hr

Explanation:

Given :

40 km/hr from A to B

60 km/hr from B to A

To find :

• Average Speed

Solution:

let the distance covered from A to B = x

so, total distance

= A to B + B to A

= x + x

= 2x

• speed = Distace / Time

• Time = distance / speed

from A to B :

Time = x / 40

from B to A :

time = x/60

Total Time :

= x/40 + x/60

= 5x/120

average speed :

= Total distance/ total time

= 2x ÷ 5x/120

= 2x × 120/5x

= 240/5

= 48 km/hr

velocity is the directional speed of a object in motion as an indication of its rate of trade in function as determined from a selected body of reference and as measured by a specific fashionable of time (e.g. 60 km/h northbound).[1] speed is a essential concept in kinematics, the department of classical mechanics that describes the motion of our bodies.

pace is a physical vector quantity; each significance and path are needed to define it. The scalar absolute value (importance) of velocity is referred to as velocity, being a coherent derived unit whose amount is measured inside the SI (metric device) as metres consistent with 2nd (m/s or m⋅s−1). for instance, "five metres according to 2d" is a scalar, while "five metres in line with 2d east" is a vector. If there's a exchange in velocity, direction or both, then the object is said to be undergoing an acceleration.

a car travels along a straight line with speed 40 km per hour from a to b and returns back from B to a with speed 60 km per hour find the average speed of the car

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Write the formula of average speed and average velocity​

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