Calculating Tension in a Pulley Weight System

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The discussion focuses on calculating the tension in a pulley weight system where two weights, W1 and W2, are suspended from a light string over a smooth fixed pulley. When the pulley is accelerated upwards at 'g', the tension in the string is determined using the formula \frac{4w_{1}w_{2}}{w_{1} + w_{2}}. The participants clarify that both masses will experience upward acceleration equal to 'g', which contributes to the additional tension in the string.

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Two weights W1 and W2 are suspended from the ends of a light string passing over a smooth fixed pulley. If the pulley is pulled up at an acceleration 'g', then what will be the tension in the string? Solution : [te
x]\frac{4w_{1}w_{2}}{w_{1} + w_{2)}[/tex]

I have calculated that the tension in the spring assuming that the pulley is not accelerating. I know to find the acceleration also(if the pulley is not acclerating). How do I proceed?

thanks for your time.
 
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Hint: both the masses will be accelerated upwards at g. So what will be the additional tension in the string.
 
thanks! I got it.
 

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