Answer:
The fact that the number of crimes and the population of students is positively correlated, means that as the total number of students increases, so does the total number of crimes.
The conclusion that closing schools will decrease crime is absurd. First of all, the variables might be totally unrelated, e.g. places with large number of students are places that have high populations. Higher crime rate are generally linked to neighborhoods or cities with high populations.
The idea of closing schools to fight crime is foolish because it will result in the opposite. Generally, students who go to school tend to be less engaged in criminal activities. The real problem here is that you should try to increase the number of students that attend schools in Glendale, not vice versa.
Answer:
a) City Suburbs city 0.98 0.02 , Suburbs 0.01 0.99
b) 0.333 , 0.667
c ) Using the steady-state probabilities, There will be an increase in the Suburb population and a decrease in City population
Step-by-step explanation:
2% living within the city limits move to suburbs
1% living within the suburbs move to the city
a) Matrix of transition probabilities
City Suburbs city 0.98 0.02 , Suburbs 0.01 0.99
<u>b) Steady -state probabilities </u>
attached below
steady state probabilities = 0.333 , 0.667
<u>c) Determine the population changes the steady-state probabilities </u>
Using the steady-state probabilities, There will be an increase in the Suburb population and a decrease in City population i.e. a decrease from 40% to 33%
Answer:
$25.28
Step-by-step explanation:
19.08 * 0.06 = 1.1448
1.1448 + $19.08 = 20.2248
20.2248 * 1.25 = 25.28
Hope this helps! Please mark brainliest. Have a great day!
-2 2/10 and -2 3/10 would both work.
