Packet 6: Bonus 8

This equation is derived by applying Newton’s third law or conservation of momentum to an object continuously expelling and losing mass. For 10 points each:
[10m] Name this equation which sets “delta-v” equal to the exhaust velocity times the natural log of the ratio of initial to final masses.
ANSWER: rocket equation [or Tsiolkovsky rocket equation; or classical rocket equation; or ideal rocket equation]
[10h] In some forms of the rocket equation, the exhaust velocity is replaced with little g times this quantity’s “specific” form, which quantifies the efficiency of a rocket.
ANSWER: impulse [or specific impulse]
[10e] Many derivations of the rocket equation rely on the fact that this law states force equals the time derivative of a system’s linear momentum. More commonly, this law is stated “F equals m a.”
ANSWER: Newton’s second law of motion [accept anything indicating Isaac Newton and two]
<Science - Physics, Rohan Kher> | VAULT II Packet 06

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