Place Your Graphing Calculator in Parametric and Degree Modes $- 1.8 , \mathrm { X } \max = 1.8 , \mathrm { Xscl } = 1 , \mathrm { Ymin } = - 1.2 , \mathrm { Ymax } = 1.2 , \mathrm { Yscl } = 1$

question 86

Multiple Choice

Place your graphing calculator in parametric and degree modes. Set the window for Tmin=0, Tmax=360, Tstep=1, Xmin= $- 1.8 , \mathrm { X } \max = 1.8 , \mathrm { Xscl } = 1 , \mathrm { Ymin } = - 1.2 , \mathrm { Ymax } = 1.2 , \mathrm { Yscl } = 1$ . Set the functions to $\mathrm { X } _ { 1 \mathrm {~T} } = \cos \mathrm { T } , \mathrm { Y } 1 \mathrm {~T} = \sin \mathrm { T }$ . Graph the circle of radius 1 on the screen. Use the trace feature to move a short distance around the circle.
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• A) \(50 ^ { \circ }\) and \(40 ^ { \circ }\)
• B) \(100 ^ { \circ }\) and \(80 ^ { \circ }\)
• C) \(200 ^ { \circ }\) and \(160 ^ { \circ }\)
• D) \(95 ^ { \circ }\) and \(85 ^ { \circ }\)

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Definitions:

Average Fixed Cost

The fixed costs of production (costs that do not change with the level of output) divided by the quantity of output produced, decreasing as production increases.

Short Run

A period during which at least one factor of production is fixed, affecting a firm's ability to adjust to market changes.

Hold-Up Problems

Situations where one party in a negotiation exploits their bargaining advantage at the expense of others, often after a mutual investment or commitment is made.

Equipment Specific

Pertaining to or designed for particular pieces of equipment, often implying specialized usage or requirements.