You have a bucket, which you fill with some water (the amount does not change the answer). You whirl the bucket in a circle of radius 0.72 m. Calculate the minimum tangential speed the water must have at its highest point, in m/s, so that it doesn't fall out of the bucket.
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You have a bucket, which you fill with some water (the amount does not change the answer). You whirl the bucket in a circle of radius 0.72 m. Calculate the minimum tangential speed the water must have at its highest point, in m/s, so that it doesn't fall out of the bucket.
(Please answer to the fourth decimal place - i.e 14.3225)
Using the circular motion equations,
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