For the following exercises, determine the pelar equaticm farm 0f the Orbit given the length of the major axis and eccentrieity fer the orbits of the comets (1r planets. Distance is given in astronomical units (AU). .318. Halley’s Comet: length of major axis = 35.88, eccentricity = 0.967 319. Hale—Bopp Comet: length of major axis 2 525.91, eccentricity = 0.995 320. Mars: length of major axis = 3.049, eccentricity = 0.0934 321. Jupiter: length of major axis = 10.408, eccentricity = 0.0484
For the following exercises, determine the pelar equaticm farm 0f the Orbit given the length of the major axis and eccentrieity fer the orbits of the comets (1r planets. Distance is given in astronomical units (AU). .318. Halley’s Comet: length of major axis = 35.88, eccentricity = 0.967 319. Hale—Bopp Comet: length of major axis 2 525.91, eccentricity = 0.995 320. Mars: length of major axis = 3.049, eccentricity = 0.0934 321. Jupiter: length of major axis = 10.408, eccentricity = 0.0484
Allison lives in Whoville, which has coordinates of 60° N, 98º W.
(Earth's radius is 3960 miles)
What is Allison's angular velocity? [Select]
rad/hr
What is Allison's linear velocity, with respect to the center of earth?
[Select]
miles/hr
A carousel moves in a counterclockwise direction. It makes one complete revolution every 16
seconds. Han is sitting 11 feet from the center of the carousel. Here is a view of the carousel from
above.
P
11 feet
H
1. Based on the view from above, write an equation describing Han's vertical position v, in feet,
relative to the center of the carousel t seconds after the carousel starts moving.
2. Sketch a graph of v, assuming the carousel rotates without stopping, labeling the t-axis and
showing at least one complete revolution of the carousel.
Mo is on a baseball team and hears that a ball thrown at a 45 degree angle from the ground will travel the furthest distance. How should Mo release the ball for the furthest travel?
Nearly straight ahead, parallel to the ground
About halfway between straight ahead and straight up
About 2/3 of the way straight up
Nearly straight up, directly above his head
Calculus for Business, Economics, Life Sciences, and Social Sciences (14th Edition)
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