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GGR252H1 Lecture : Marketing Geography Lecture- Feb 16.doc

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purplezebra711
26 Feb 2012
School
UTSG
Department
Geography
Course
GGR252H1
Professor
Stephen Swales

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Document Summary

Theissen polygon technique: draw construction lines between a center and all adjacent centers, bisect each of the construction lines. Assumptions: proximity/distance to the center is the factor that determines where the consumer will obtain service, they will patronize the nearest location, this is because there is a disincentive nature to distance. If relative proximity is the only variable that differentiates the stores, then the stores are identical in all aspects of supply. Goods, prices, service, etc: retail centers service spatial monopoly trade areas ex. markets do not overlap, all areas [space] is serviced, consumers are fully informed, fully rational, decision makers in this assumption about consumer behaviour. We consider the consumers to be economic operaters. They know all the locations, all the distances to them, and based on this full information they will make the most rational choice by travelling to the nearest center: uniform travel on an uninterrupted travel surface.

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Related Questions

A mass m whirls around on a string which passesthrough a ring, as shown. Neglect gravity. Initially the mass is adistance r0 from the center and is revolving at angular velocity?0. The string is pulled with constant speed V starting at t=0 sothat the radial distance to the mass decreases.

(a) Draw a force diagram and obtain a differential equationfor ?.
(b) Solve this equation to determine ?(t).
(c) Determine the force needed to pull the string.
Show transcribed image text

Three beads are placed along a thin rod. The first bead, of mass m1= 22 g, is placed a distance d1= 1.5 cm from the left end of the rod. The second bead, of mass m2 = 12 g, is placed a distance d2 = 1.9 cm to the right of the first bead. The third bead, of mass m3= 5 g, is placed a distance d3 =4.5 cm to the right of the second bead. Assume an x-axis that points to the right.

Part (a) write a symbolic equation for the location of the center of mass of the three beads relative to the left end of the rod, in terms of the variables given in the problem statement.

Ā Part (b) Find the center of mass, in centimeters, relative to the left end of the rod. variables are given in the problem statement.Ā 

Two radio antennas separated by , as shown in the figure below, simultaneously broadcast identical signals at the same wavelength. A car travels due north along a straight line at position from the center point between the antennas, and its radio receives the signals.Ā Note: Do not use the small-angle approximation in this problem.

a) If the car is at the position of theĀ thirdĀ maximum after that at point O when it has traveled a distance of , what is the wavelength of the signals?

(b) How much farther must the car travel to encounter the next minimum in reception? (Hint: Determine the path difference between the two signals at the two locations of the car.)