What was the speed of the bullet before it hit the block?

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SUMMARY

The problem involves a 2.00-g bullet embedding into a 5.00-kg wood block, which swings through an arc of 4.50 degrees after impact. To determine the bullet's speed before the collision, the conservation of momentum and energy principles are applied. The conservation of total energy approach is favored due to its straightforward application in calculating the initial kinetic energy of the bullet based on the potential energy gained by the block after the collision.

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Physics HELP!

Homework Statement



A 2.00-g bullet hits and becomes embedded in a 5.00-kg wood block which is hanging from a 1.40-m long string. This causes the block to swing through an arc of 4.50. What was the speed of the bullet before it hit the block?

Homework Equations


The Attempt at a Solution



I tried to set the masses equal to each other and then use cos for 4.50 in an attempt to find v not
 
Last edited:
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You need to show some of your work before we can offer tutorial help -- that's in the PF Rules.

What are two approaches that you could take to this problem? Why is the conservation of total energy approach the easiest?
 

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