Answer: low invol- Georgina Megan Dina
High invol Laura Charles jonny
Explanation:
Answer:
a) attached below
b) stable equilibria = x = 0.1 , x = 0.8
unstable equilibria = other value except 0.1 , 0.8
c) 0.5 , 0.6
Explanation:
Benefit of using the local roads = 1 + 8x - 9x^2
Benefit of using the free way = 3.6
a) Attached below is the required graph
<u>b) Determine The possible equilibrium traffic patterns from the graph </u>
stable equilibria : x = 0.1 , x = 0.8 ( this id because at these given value the benefits of using either routes is equal )
unstable equilibria : every other value of X except 0.1 and 0.8
<u>c) Determine the value of x that maximizes the total benefit to the population</u>
The value of X that maximizes the total benefit to the population = 0.5 and 0.6
attached below is the detailed solution
Answer:
$3,515
Explanation:
The computation of the catering supplies is shown below:
= Catering supplies per month + per job cost × expected number of jobs + per meal cost × expected number of meals
= $350 + $89 × 21 jobs + $9 × 144 meals
= $350 + $1,869 + $1,296
= $3,515
Since the question is asking for planning budget so we considered the expected units in terms of jobs and meals
Answer:
See explain
Explanation:
There are 4 factors of production, land labor entreprenuership and capital.
The land of the jewellery shop would be the actual land that the store is on itself. The labor of the shop would be any of the work that any employees are doing. The capital would be any goods or machinery that is used in the store like cash registers, or bulletproof glass to protect their belongings, or any tools that the store uses to help make their jewellery etc. The last and final factor entrepreneurship might be for example the owner of the store, who manages the other 3 factors to bring a profit to the store.
Answer: $17.28
Explanation:
6 month free concession in first year drops rent to:
= 20 / 2
= $10
Effective rent = [Present value of Year 1 rent + Present value of Year 2 rent + Present value of Year 3 rent ] / [ 1 - (1 / (1 + rate)^ number of years) / rate]
= [(10 / (1 + 10%) ) + (21 / (1 + 10%)²) + (22 / (1 + 10%)³)] * [1 - (1 / (1 + 10%)³/ 10%)]
= (9.09 + 17.355 + 16.5289) / 2.48685
= $17.28