The black market sold Einstein a gun that is able to launch clumps of cookie dough. By accident einstein launches two clumps of cookie dough back to back vertically into the air. Launch speed was equivalent to 40m/s and time between launches = 5.5s. The cookie doughs collide and clump into 1 massive clump in the air and come back and clogg the gun. At what speed does the big clump enter the gun assuming both clumps were in mass.
The black market sold Einstein a gun that is able to launch clumps of cookie dough. By accident einstein launches two clumps of cookie dough back to back vertically into the air. Launch speed was equivalent to 40m/s and time between launches = 5.5s. The cookie doughs collide and clump into 1 massive clump in the air and come back and clogg the gun. At what speed does the big clump enter the gun assuming both clumps were in mass.
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Transcribed Image Text:**Problem Description:**
A hypothetical scenario describes Einstein acquiring a gun from the black market, capable of launching clumps of cookie dough. By accident, Einstein launches two clumps of cookie dough vertically into the air, one after the other.
- **Launch Speed:** 40 m/s
- **Time Between Launches:** 5.5 seconds
These clumps of cookie dough collide mid-air and form a single, larger clump. Eventually, this massive clump falls and clogs the gun.
**Question:**
At what speed does the large clump re-enter the gun, assuming both clumps have equal mass?
**Solution Explanation:**
This problem could involve concepts from physics such as momentum, collision, and gravity, which would be used to calculate the speed of the clump re-entering the gun. Concepts about velocity before and after collision, as well as gravitational acceleration, might be applied for a full analysis, although these details are not elaborated in the problem statement.
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