17.38: A small 2.0 kg block rests at the bottom
7 xrsp)h9zio v8- .ofdof a bucket. The bucket is spun in a vertical circle of radius L by a rope. When the bucket reaches the highest point in its motion, it moves just fast
o7 hzov-x pi.rdfs8)9 enough for the block to remain in place in the bucket. When the bucket is at an angle $θ=30^{\circ}$from the vertical, as seen in the figure, what is the magnitude of the normal force (perpendicular to the surface) provided by the bucket onto the block? Note that the direction of the gravitational field is indicated in the diagram by
and that the block does not touch any sides of the bucket aside from the bottom of it.