2. Squid scaling A squid cruises through the water at steady speed by jet propulsion. Imagine two squid species that are the same shape, but squid A has 5 times the body mass of squid B. Given that they both pulse at the same frequency, by what factor would squid A be faster or slower than squid B? Note that the following equation allows for the calculation of thrust by jet propulsion: T = P(AV/At)² A T: thrust, p: density of water, V: volume of water expelled, t: time, A: area of jet opening. Answer The swimming speed of species A is 71% greater than the swimming speed of species B.
2. Squid scaling A squid cruises through the water at steady speed by jet propulsion. Imagine two squid species that are the same shape, but squid A has 5 times the body mass of squid B. Given that they both pulse at the same frequency, by what factor would squid A be faster or slower than squid B? Note that the following equation allows for the calculation of thrust by jet propulsion: T = P(AV/At)² A T: thrust, p: density of water, V: volume of water expelled, t: time, A: area of jet opening. Answer The swimming speed of species A is 71% greater than the swimming speed of species B.
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Question
![2. Squid scaling
A squid cruises through the water at steady speed by jet propulsion. Imagine two squid species
that are the same shape, but squid A has 5 times the body mass of squid B. Given that they both
pulse at the same frequency, by what factor would squid A be faster or slower than squid B?
Note that the following equation allows for the calculation of thrust by jet propulsion:
T =
P(AV/At)²
A
T: thrust, p: density of water, V: volume of water expelled, t: time, A: area of jet opening.
Answer
The swimming speed of species A is 71% greater than the swimming speed of species B.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe9e3a760-5832-4252-893f-0701c300752c%2Fdd054ff5-88e0-45fb-92b5-ce424f41e351%2Fyw5ks9g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:2. Squid scaling
A squid cruises through the water at steady speed by jet propulsion. Imagine two squid species
that are the same shape, but squid A has 5 times the body mass of squid B. Given that they both
pulse at the same frequency, by what factor would squid A be faster or slower than squid B?
Note that the following equation allows for the calculation of thrust by jet propulsion:
T =
P(AV/At)²
A
T: thrust, p: density of water, V: volume of water expelled, t: time, A: area of jet opening.
Answer
The swimming speed of species A is 71% greater than the swimming speed of species B.
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