आपका मित्र विद्यालय की ऑनलाइन कक्षाओं के दौरान अनुपस्थित रहता है और इसकी वजह से उसकी परीक्षा की तैयारी अधूरी रह गई है ।अपने मित्र को नियमित कक्षा में उपस्थित रहने और परीक्षा में अच्छे अंक लाने के लिए सलाह देते हुए पत्र लिखिए
Answers
Answer:
Given :-
Distance covered by the satellite = 450 km
Velocity of the satellite = 120 m/s
To Find :-
Time taken by the satellite.
Analysis :-
Here we are given with the distance and the speed of the satellite.
In order to find the time taken substitute the given values in the question accordingly such that time is equal to distance covered divided by the time taken.
Solution :-
We know that,
d = Distance
s = Speed
t = Time
Using the formula,
\underline{\boxed{\sf Time \ taken=\dfrac{Distance \ covered}{Time \ taken}}}
Time taken=
Time taken
Distance covered
Given that,
Distance (d) = 450 km = 450000
Speed (s) = 120 m/s
Substituting their values,
⇒ t = s/t
⇒ t = 450000/120
⇒ t = 45000/12
⇒ t = 3750 sec
Therefore, the time taken by the satellite is 3750 sec.
Explanation:
Given :-
Distance covered by the satellite = 450 km
Velocity of the satellite = 120 m/s
To Find :-
Time taken by the satellite.
Analysis :-
Here we are given with the distance and the speed of the satellite.
In order to find the time taken substitute the given values in the question accordingly such that time is equal to distance covered divided by the time taken.
Solution :-
We know that,
d = Distance
s = Speed
t = Time
Using the formula,
\underline{\boxed{\sf Time \ taken=\dfrac{Distance \ covered}{Time \ taken}}}
Time taken=
Time taken
Distance covered
Given that,
Distance (d) = 450 km = 450000
Speed (s) = 120 m/s
Substituting their values,
⇒ t = s/t
⇒ t = 450000/120
⇒ t = 45000/12
⇒ t = 3750 sec
Therefore, the time taken by the satellite is 3750 sec.
Given :-
Distance covered by the satellite = 450 km
Velocity of the satellite = 120 m/s
To Find :-
Time taken by the satellite.
Analysis :-
Here we are given with the distance and the speed of the satellite.
In order to find the time taken substitute the given values in the question accordingly such that time is equal to distance covered divided by the time taken.
Solution :-
We know that,
d = Distance
s = Speed
t = Time
Using the formula,
\underline{\boxed{\sf Time \ taken=\dfrac{Distance \ covered}{Time \ taken}}}
Time taken=
Time taken
Distance covered
Given that,
Distance (d) = 450 km = 450000
Speed (s) = 120 m/
s
Substituting their values,
⇒ t = s/t
⇒ t = 450000/120
⇒ t = 45000/12
⇒ t = 3750 sec
Therefore, the time taken by the satellite is 3750 sec.