A Bond villain is attempting to throw the (comically large) switch to his doomsday device when 007 interferes. The switch is a 2 kg rod with a length of 0.9 m. The villain is pushing down vertically on the rod at its far end, while 007 is pushing horizontally two-thirds of the way up the switch. 1. If the villain is pushing down with a force of 700 N, and 007 is pushing with force of 900 N, what is the angle at which the switch is static? Possibly useful: sin(90° - 0) = cos(0) 2. In a short burst of strength, 007 is able to quickly move the switch upwards another 5° from the point where they are static. If both he and the villain are still pushing with their same forces at this new angle, what is the angular acceleration of the switch?

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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A Bond villain is attempting to throw the (comically large) switch to his doomsday device when 007
interferes. The switch is a 2 kg rod with a length of 0.9 m. The villain is pushing down vertically on the
rod at its far end, while 007 is pushing horizontally two-thirds of the way up the switch.
1. If the villain is pushing down with a force of 700 N, and 007 is pushing with force of 900 N, what is
the angle at which the switch is static? Possibly useful: sin(90° - 0) = cos(0)
2. In a short burst of strength, 007 is able to quickly move the switch upwards another 5° from the
point where they are static. If both he and the villain are still pushing with their same forces at this
new angle, what is the angular acceleration of the switch?
Transcribed Image Text:A Bond villain is attempting to throw the (comically large) switch to his doomsday device when 007 interferes. The switch is a 2 kg rod with a length of 0.9 m. The villain is pushing down vertically on the rod at its far end, while 007 is pushing horizontally two-thirds of the way up the switch. 1. If the villain is pushing down with a force of 700 N, and 007 is pushing with force of 900 N, what is the angle at which the switch is static? Possibly useful: sin(90° - 0) = cos(0) 2. In a short burst of strength, 007 is able to quickly move the switch upwards another 5° from the point where they are static. If both he and the villain are still pushing with their same forces at this new angle, what is the angular acceleration of the switch?
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