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The law of areas can be interpreted as...

The law of areas can be interpreted as

A

`(triangleA)/(triangle t) ="constant"`

B

`(triangle A)/(trianglet)=(L)/(2)`

C

`(triangle A)/(triangle t)=1/2 (rxxp)`

D

none of these

Text Solution

Verified by Experts

The correct Answer is:
A

The law of area states that the line joining any planet to the sun sweeps equals area `triangleA` in equal intervals of time `trianglet`
So magnitude of areal velocity `=(triangle A)/(triangle t)` is a constant
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MHTCET PREVIOUS YEAR PAPERS AND PRACTICE PAPERS-GRAVITATION -Exercise 1
  1. Law of areas is valid for any

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  2. For motiion of planets in ellipticla orbits around the sun the centra...

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  3. The law of areas can be interpreted as

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  4. Kepler 's law of periods as applied to motion of satellite around t...

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  5. Which of the following statement is correct about satellites?

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  6. A satellite S is moving in an elliptical orbit around the earth. The m...

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  7. A satellite is placed in a circular orbit around the earth at such a ...

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  8. The earth (mass =6xx10^(24)kg) revolves round the sun with an angular ...

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  9. The orbital velocity of an artifical satellite in a cirular orbit abov...

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  10. If total enrgy of satellite is E what is its potential enrgy

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  11. A relay satellite transmits the television programme from one part of ...

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  12. By what percent the energy of the satellite has to be increased to shi...

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  13. A satellite moves around the earth in a circular orbit with speed v. I...

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  14. The field which artifical satellite are useful stelites are useful f...

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  15. A lauching vehicle carrying an artificial satellite of mass m is set f...

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  16. A body is orbiting around earth at a mean radius which is two times a...

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  17. The time period of an earth satellite in circular orbit is independent...

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  18. The radius of the orbit of a satellite is r and its kinetic energy i...

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  19. The pitentil energy of a satellite is given as PE= lambda(KE) whe...

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  20. A 400 kg satellite is in a circular orbit of radius 2 R(E) about ...

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