BIO Motion Camouflage in Dragonflies Dragonflies, whose ancestors were once the size of hawks, have prowled the skies in search of small flying insects for over 250 million years. Faster and more maneuverable than any other insect, they even fold their front two legs in flight and tuck them behind their head to be as streamlined as possible. They also employ an intriguing stalking strategy known as “motion camouflage” to approach their prey almost undetected. The basic idea of motion camouflage is for the dragonfly to move in such a way that the line of sight from the prey to the dragonfly is always in the same direction. Moving in this way, the dragonfly appears almost motionless to its prey, as if it were an object at infinity. Eventually the prey notices the dragonfly has grown in size and is therefore closer but by that time it’s too late for the prey to evade capture. A typical capture scenario is shown in Figure 3-51 , where the prey moves in the positive y direction with the constant speed u p = 0.750 m/s, and the dragonfly moves at an angle θ = 48.5° to the x axis with the constant speed v d . If the dragonfly chooses its speed correctly, the line of sight from the prey to the dragonfly will always be in the same direction—parallel to the x axis in this case. Figure 3-51 Problems 83, 84, 85, and 86 85. •• If the dragonfly approaches its prey with a speed of 0.950 m/s, what angle θ is required to maintain a constant line of sight parallel to the x axis? A. 37.9° B. 38.3° C. 51.7° D. 52.1°
BIO Motion Camouflage in Dragonflies Dragonflies, whose ancestors were once the size of hawks, have prowled the skies in search of small flying insects for over 250 million years. Faster and more maneuverable than any other insect, they even fold their front two legs in flight and tuck them behind their head to be as streamlined as possible. They also employ an intriguing stalking strategy known as “motion camouflage” to approach their prey almost undetected. The basic idea of motion camouflage is for the dragonfly to move in such a way that the line of sight from the prey to the dragonfly is always in the same direction. Moving in this way, the dragonfly appears almost motionless to its prey, as if it were an object at infinity. Eventually the prey notices the dragonfly has grown in size and is therefore closer but by that time it’s too late for the prey to evade capture. A typical capture scenario is shown in Figure 3-51 , where the prey moves in the positive y direction with the constant speed u p = 0.750 m/s, and the dragonfly moves at an angle θ = 48.5° to the x axis with the constant speed v d . If the dragonfly chooses its speed correctly, the line of sight from the prey to the dragonfly will always be in the same direction—parallel to the x axis in this case. Figure 3-51 Problems 83, 84, 85, and 86 85. •• If the dragonfly approaches its prey with a speed of 0.950 m/s, what angle θ is required to maintain a constant line of sight parallel to the x axis? A. 37.9° B. 38.3° C. 51.7° D. 52.1°
Dragonflies, whose ancestors were once the size of hawks, have prowled the skies in search of small flying insects for over 250 million years. Faster and more maneuverable than any other insect, they even fold their front two legs in flight and tuck them behind their head to be as streamlined as possible. They also employ an intriguing stalking strategy known as “motion camouflage” to approach their prey almost undetected.
The basic idea of motion camouflage is for the dragonfly to move in such a way that the line of sight from the prey to the dragonfly is always in the same direction. Moving in this way, the dragonfly appears almost motionless to its prey, as if it were an object at infinity. Eventually the prey notices the dragonfly has grown in size and is therefore closer but by that time it’s too late for the prey to evade capture.
A typical capture scenario is shown in Figure 3-51, where the prey moves in the positive y direction with the constant speed up = 0.750 m/s, and the dragonfly moves at an angle θ = 48.5° to the x axis with the constant speed vd. If the dragonfly chooses its speed correctly, the line of sight from the prey to the dragonfly will always be in the same direction—parallel to the x axis in this case.
Figure 3-51 Problems 83, 84, 85, and 86
85. •• If the dragonfly approaches its prey with a speed of 0.950 m/s, what angle θ is required to maintain a constant line of sight parallel to the x axis?
Three point-like charges are placed at the corners of a square as shown in the figure, 28.0
cm on each side. Find the minimum amount of work required by an external force to move
the charge q1 to infinity. Let q1=-2.10 μC, q2=+2.40 μС, q3=+3.60 μC.
A point charge of -4.00 nC is at the origin, and a second point charge of 6.00 nC is on the x axis at x= 0.820 mm . Find the magnitude and direction of the electric field at each of the following points on the x axis.
x2 = 19.0 cm
Four point-like charges are placed as shown in the figure, three of them are at the corners
and one at the center of a square, 36.0 cm on each side. What is the electric potential at
the empty corner? Let q1=q3=+26.0 µС, q2=-28.0 μC, and q4=-48.0μc
V
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