Answer:
Month incurred Amount October November December
$ $ $ $
October 240,000 144,000 96,000
November 256,000 153,600 102,400
December 228,000 136,800
144,000 249,600 239,200
The budgeted balance for accounts payable at October 31 is $96,000, which is the 40% of purchases not realized in October.
Explanation:
Purchases for each month are settled 60% in the month of purchases and 40% in the month following purchases. 60% of October purchases are settled in October while 40% are settled in November.
When considering the contingency model of leadership, Basheera exhibits high situational control.
<h3>Who is a leader?</h3>
It should be noted that a leader simply means an individual who guides other people in order to achieve a common goal.
In this case, when considering the contingency model of leadership, Basheera exhibits high situational control.
Learn more about leaders on:
brainly.com/question/12522775
#SPJ1
Answer:
Probability (at least one bottle neck occurs during 8 hours of operation)
= 0.9817
Explanation:
Given:
Average bottleneck 1 hour = 0.5
Find:
Probability (at least one bottle neck occurs during 8 hours of operation)
Computation:
Expected events in 8 hour = 8(0.5)
Expected events in 8 hour = 4
Probability (at least one bottle neck occurs during 8 hours of operation) = p(X≥1)
Probability (at least one bottle neck occurs during 8 hours of operation) = 1-p(X=0)
Probability (at least one bottle neck occurs during 8 hours of operation) =1-exp(-4)[4⁰]/0!
Probability (at least one bottle neck occurs during 8 hours of operation) =1-0.0183
Probability (at least one bottle neck occurs during 8 hours of operation)
= 0.9817
Answer:
b (A,B) and (D,E).
Explanation:
When player 1 chooses A then, player 2 has a more pay-off in choosing D. And when player 1 chooses B then, player 2 has more pay-off in choosing E. And when player 1 chooses C then , player 2 has more pay-off in choosing D. Therefore, for player 2 the set of rationalizable strategies are [D , E].
Similarly, when player 2 choose D the, player 1 has more pay-off in choosing A . And when player 2 chooses E then, player 1 has more pay-off in choosing B. And when player 2 chooses F then, player 1 has more pay-off in choosing A . Therefore, for player 1 the set of rationalizable strategies are [A, B].
The government and the authority’s