Answer:
the amount of the loan the pawnbroker made to Jerry is $112.50
Explanation:
In order to find 15% of $750, one method is dividing 750 into 100 to find the value of 1%.
750 ÷ 100 = 7.5
Now we know the value of 1% is $7.50, so all we have to do is multiply that by 15.
7.5 × 15 = 112.5
Therefore, the amount of the loan the pawnbroker made to Jerry is $112.50
Answer:
V(t) = $ 1.5 billion for 2007
V(t) = $1.5 billion, 295 million. For 2012
Doubling time = t = 177.69 yrs
Explanation:
a).
V(t) = 1.5e^(0.039t)
For the first year 2007, t= 0
V(t) = 1.5e^(0.039*0)
V(t). = 1.5e^0
V(t) =. 1.5*1 = 1.5
V(t) = $ 1.5 billion for 2007
For 2012 that is 5 years after,t= 5
V(t) = 1.5e^(0.0039*5)
V(t) = 1.5e^ (0.0195)
V(t) = 1.5(1.019691367)
V(t) = 1.5295
V(t) = $1.5 billion, 295 million.
b). Doubling time is when the value of the export is 1.5 *2 =$ 3 billion
3 = 1.5e^(0.0039t)
3/1.5= e^(0.0039t)
2 = e^0.0039t
In 2 = 0.0039t
0.693= 0.0039t
t = 177.69 yrs
Answer:
The balance of Allowance for Uncollectible Accounts, after adjustment, will be $2,100.
Explanation:
Allowance for Uncollectible Accounts = Allowance for Uncollectible Accounts prior to adjustment + Current year's Allowance
Allowance for Uncollectible Accounts = $1,000 + $1,100
Allowance for Uncollectible Accounts = $2,100
So, The balance of Allowance for Uncollectible Accounts, after adjustment, will be $2,100.
Answer:
A. $ 450 comma 000
Explanation:
In order to compute the fixed cost per month first we have to determine the variable cost per unit which is shown below.
Variable cost per hour = (High total cost - low total cost) ÷ (High production volume - low production volume)
= ($710,000 - $550,000) ÷ (13,000 units - 5,000 units )
= $160,000 ÷ 8,000 units
= $20
Now the fixed cost equal to
= High total cost - (High production volume × Variable cost per unit)
= $710,000 - (13,000 units × $20)
= $710,000 - $260,000
= $450,000
We simply applied the above formula
Answer:
As a result of an increase in the YTM, the price of the bond will fall $4677.19 from to $4593.67
Explanation:
The bonds are valued or priced based on the present value of annuity of interest payments and the present value of the principal. Based on the YTM of 7.8% the bonds are priced at,
coupon payment = 5000 * 0.067 *1/2 = $167.5
Semiannual YTM = 7.8 *0.5 = 3.9%
Semi annual periods to maturity = 8 * 2 = 16 periods
Old Price = 167.5 * [( 1 - (1 + 0.039)^-16 + 5000 / (1+0.039)^16
Old Price = $4677.19
New semiannual YTM = 8.1% / 2 = 4.05%
New Price = 167.5 * [( 1 - (1+0.0405)^-16) / 0.0405] + 5000 / 1.0405^16
New Price = $4593.67
