Answer:
Quarterly deposit= $9,508.68
Explanation:
<u>First, we need to calculate the future value of the initial investment:</u>
FV= PV*(1+i)^n
PV= $168,000
i= 0.10/4= 0.025
n= 10*4= 40
FV= 168,000*(1.025^40)
FV= $451,090.73
Difference= 1,092,000 - 451,090.73= $640,909.27
<u>Now, to calculate the quarterly deposit, we need to use the following formula:</u>
FV= {A*[(1+i)^n-1]}/i
A= quarterly deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (640,909.27*0.025) / [(1.025^40) - 1]
A= $9,508.68
Answer:
No, Luz is incorrect. Marta's quantity demanded has decreased, but her demand has stayed the same.
Explanation:
For $15 per book, the quantity demanded was 4 books per month.
When the price increases to $20 per book, the quantity demanded fell to 3 books per month.
This shows a decrease in the quantity demanded. A change in demand occurs when the price is constant and quantity demanded changes because of change in other factors. But here the other factors are constant and the quantity demanded is changing due to a change in price.
So, Luz's statement here is incorrect.
Itulah perbezaan antara tarif dan kuota.
Maaf lah bila tak saya tulis kat sini, sebab tak boleh hantar jawaban.
<em>Semoga </em><em>membantu </em><em>dan </em><em>bermanfaat </em><em>:</em><em>)</em>
Cyclical deficit is the downfall of the business cycle, this usually occurs when the economy is beneath potential income. The formula for this is, CD= tax rate x ( potential deficit - actual deficit). Therefore, the cyclical deficit is $200. I hope this helps.
Complete Question:
You are considering the purchase of a new machine to help produce a new product line being introduced. The machine is expected to have a setup time of 10 minutes per batch and a processing time of 2 minutes per part. You plan to have batch sizes of 50 parts. The plant operates 8 hours per day.
What is the capacity of the machine in batches per day?
Answer:
The capacity of the machine in batches = 4 batches per day.
Explanation:
a) Data and Calculations:
Set up time per batch = 10 minutes
Processing time per part = 2 minutes
Batch sizes = 50 parts
Plant operation = 8 hours per day
b) Capacity in batches per day:
Total batch time = 10 + 50 * 2 = 110 minutes
Total minutes of operation per day = 8 * 60 = 480 minutes
Capacity in batches = 480/110 = 4.36 or approximately 4 batches
c) Each batch produces 50 parts with each part taking some 2 minutes and an additional batch setup time of 10 minutes, giving a total of 110 minutes per batch. Since there are some 480 (8 * 60) minutes available per day, it means that the entity can only run about 4 batches (480/110) per day. These 4 batches will consume a total of 440 minutes (110 x 4), leaving some 40 minutes as unutilized time.