Answer:
The initial deposit should be $ 25.46
Explanation:
The Annuity formula is
P=R [1−(1+i)^-n/i]⋅(1+i)
Where
P= Initial deposit
R=Regular Withdraw amount
i=Interest rate
n=Number of years/periods
After entering corresponding values in the formula we get $25.46
so P (which is our initial deposit)=25.46
Answer:
$6,500
Explanation:
For computing the estimated fixed cost, we have to determine the variable cost per hour which is shown below:
Variable cost per hour = (High power cost - low power cost) ÷ (High machine hours - low machine hours)
= ($20,000 - $11,000) ÷ (12,000 hours - 4,000 hours)
= $9,000 ÷ 8,000 hours
= $1.125
Now the fixed cost equal to
= High power cost - (High machine hours × Variable cost per hour)
= $20,000 - (12,000 hours × $1.125)
= $20,000 - $13,500
= $6,500
Answer:
I think it's c. leader or d. manager but I really it's the d. manager
Answer:
1. - $ 80,000
2. - $ 80,000
3. - $ 0 - No effect
Explanation:
1. Assets
- <em>80,000</em> ( pay loan ) - decrease
2. Liabilities
- 80,000 ( loan from <em>+</em><em> 80,000 </em> to <em>0</em> ) - decrease
3. Stockholders Equity: no change, as there was not result ( profit/loss ) nor shareholder contribution/withdrawal
