Calculating Force for 5.0g Object at 11000 g's

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To calculate the force required to accelerate a 5.0g object at 11000 g's in a centrifuge, use Newton's second law, F = M * A. The acceleration in this context is derived from converting g's to meters per second squared, where 1 G equals 9.8 m/s². It's crucial to convert the mass from grams to kilograms for the calculation to yield results in Newtons. The correct approach involves multiplying the acceleration (11000 G's converted to m/s²) by the mass in kilograms. Proper conversion and application of the formula will provide the necessary force calculation.
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Force required to accelerate 5.0g object at 11000 g's. (in a centrifuge)
But it does not give me rpm or diameter so how can i calculate the force?

Im assuming it really doesn't matter that its in a centrifuge? Any leads would help
 
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Write down the equation of force using Newton 2. What is the value of the centripetal acceleration?
 
F= M* A

I tried converting the acceleration out of G's by dividing 11000 by 9.8 then times it by 5... Do i need to convert the mass out of grams and into KG?
 
Paulbird20 said:
F= M* A

I tried converting the acceleration out of G's by dividing 11000 by 9.8 then times it by 5... Do i need to convert the mass out of grams and into KG?
A "G" is shorthand for the acceleration of gravity, 1 G is 9.8m/s^2 acceleration. You've got 11000 G's...you should be multiplying, not dividing. And yes, if you want your answer in the basic SI force unit of Newtons, mass must be expressed in kilograms.
 
Awsome i got it. Thank you so much phanthom jay i was dividing the 11000/ 9.8 rather than multiplying ;)
 
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