The Interplanetary Federation of Fraternia consists of six planets: Alpha Kappa, Beta Theta, Chi Omega, Delta Gamma, Epsilon Tau, and Phi Sigma ( A , B , C , D , E , and F for short). The federation is governed by the Inter-Fraternia Congress, consisting of 200 seats apportioned among the planets according to their populations. Table 4 − 27 _ gives the planet populations as percentages of the total population of Fraternia: Table 4 − 2 7 Planet A B C D E F Population percentage 11.37 8.07 38.62 14.98 10.42 16.54 a. Find the standard divisor (expressed as a percent of the total population). b. Find the standard quota for each planet.
The Interplanetary Federation of Fraternia consists of six planets: Alpha Kappa, Beta Theta, Chi Omega, Delta Gamma, Epsilon Tau, and Phi Sigma ( A , B , C , D , E , and F for short). The federation is governed by the Inter-Fraternia Congress, consisting of 200 seats apportioned among the planets according to their populations. Table 4 − 27 _ gives the planet populations as percentages of the total population of Fraternia: Table 4 − 2 7 Planet A B C D E F Population percentage 11.37 8.07 38.62 14.98 10.42 16.54 a. Find the standard divisor (expressed as a percent of the total population). b. Find the standard quota for each planet.
The Interplanetary Federation of Fraternia consists of six planets: Alpha Kappa, Beta Theta, Chi Omega, Delta Gamma, Epsilon Tau, and Phi Sigma (A, B, C, D, E, and F for short). The federation is governed by the Inter-Fraternia Congress, consisting of 200 seats apportioned among the planets according to their populations.
Table 4
−
27
_
gives the planet populations as percentages of the total population of Fraternia:
Table
4
−
2
7
Planet
A
B
C
D
E
F
Population percentage
11.37
8.07
38.62
14.98
10.42
16.54
a. Find the standard divisor (expressed as a percent of the total population).
A political scientist surveys 24 of the current 138 representatives in a state's congress.
The Managing director of a company wishes to form a committee consisting of 4 members from a pool of 10 executives. How many different committees can be formed?
In the table below, 400 individuals are classified according to whether of not they are vaccinated against influenza and whether or not they were attacked by influenza.
Chapter 4 Solutions
Excursions in Modern Mathematics, Books a la carte edition (9th Edition)
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