The mass of a pigeon hawk is twice that of the pigeons it hunts. Suppose a pigeon is gliding north at a speed of Up = 24.4 m/s when a hawk swoops down, grabs the pigeon, and flies off, as shown in the figure. The hawk was flying north at a speed of VH = 36.2 m/s, at an angle 0 = 45° below the horizontal at the instant of the attack. What is the birds' final speed of just after the attack? Uf = m/s What is the angle of below the horizontal of the final velocity vector of the birds just after the attack? Of = Hawk UH up Pigeon north UP

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Chapter1: Units, Trigonometry. And Vectors
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The mass of a pigeon hawk is twice that of the pigeons it
hunts. Suppose a pigeon is gliding north at a speed of
Up =
24.4 m/s when a hawk swoops down, grabs the pigeon,
and flies off, as shown in the figure. The hawk was flying
north at a speed of vμ = 36.2 m/s, at an angle 0 = 45° below
the horizontal at the instant of the attack.
What is the birds' final speed vf just after the attack?
Uf =
m/s
What is the angle of below the horizontal of the final velocity
vector of the birds just after the attack?
Of=
Hawk
No
VH
up
Pigeon
north
UP
Transcribed Image Text:Macmillan Learning The mass of a pigeon hawk is twice that of the pigeons it hunts. Suppose a pigeon is gliding north at a speed of Up = 24.4 m/s when a hawk swoops down, grabs the pigeon, and flies off, as shown in the figure. The hawk was flying north at a speed of vμ = 36.2 m/s, at an angle 0 = 45° below the horizontal at the instant of the attack. What is the birds' final speed vf just after the attack? Uf = m/s What is the angle of below the horizontal of the final velocity vector of the birds just after the attack? Of= Hawk No VH up Pigeon north UP
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