Answer:
the bond's real return for the year is 6.18 %.
Explanation:
First find the nominal return of the bond then the real return as follows :
PV = - $946.02
Pmt = $1,000 × 5.10% = $51
P/yr = 1
FV = $979.58
n = 1
r = ?
Using a Financial Calculator, the nominal return of the bond, r is 8.9385 %.
Real Return = ( 1 + nominal return) / (1 + inflation rate) -1
= (1 + 0.089395) / (1 + 0.026) - 1
= 0.0618 or 6.18 %
Answer:
C. Simple interest.
Explanation:
Simple interest is money earned by depositing some amount of money in a bank account or an investment account. The amount gained in the simple interest results from the money deposited only (the principal amount). Simple interest earns a constant amount for the entire period of savings or investment as long as the interest rate and the principal amount remain unchanged.
Simple interest is unlike compound interest. In compound interest, the interest earned in a period is added the deposit to make a larger principal amount. Renee is earning simple interest because her earnings are from the principal amount only. Since she is withdrawing her interests as they are earned, meaning her deposits remain the same. She is not allowing her earnings to be compounded with the principal amount to generate more earnings.
Answer:
a. $8,000.
Explanation:
The computation of the amount of overhead cost assigned to the product I is shown below:
= $40,000 ÷ 2,500 × $500
= $8,000
Hence, the amount of overhead cost assigned to the product I is $8,000
Therefore the correct option is a.
Answer:
$31.00
Explanation:
Calculation to determine what The total standard cost of Vaughn's product is
Using this formula
Total standard cost of product=(Material Standard rate per pound × pounds of material) + (Labor standard rate per hour × labor hours) + (Standard overhead rate x labor hours)
Let plug in the formula
Total standard cost of product=[($4 × 5) + ($5 × 1.0)]+ ($6 × 1.0)
Total standard cost of product=($20+$5)+$6
Total standard cost of product= $25.00 +$6
Total standard cost of product= $31.00
Therefore The total standard cost of Vaughn's product is $31.00
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