Answer:
Explanation:
The journal entries are shown below:
On Jan 1 - Cash A/c Dr $5,000,000
To Bonds Payable A/c $5,000,000,
(Being bond is issued)
On June 30 - Interest expense A/c Dr $150,000
To Cash A/c $150,000
(Being interest paid for cash)
On December 31, Bonds Payable A/c Dr $5,000,000
To Cash A/c $5,000,000
(Being payment of principal is recorded on the maturity date)
Answer:
B. 16.50%
Explanation:
We know,
according to Capital Asset Pricing Model (CAPM), the expected return, E(r) = risk-free rate + (expected return on the market - risk-free rate) × beta
Given,
Risk-free rate = 2.50%
Expected return on the market = 9.5%
Beta = 2 (We know market beta is 1. As Metz Industries stock twice as risky as the market on average, the beta of the company is 1×2 = 2.)
Putting the values in to the formula, we can get,
The expected return, E(r) = 2.50% + (9.5%- 2.50%) × 2
E(r) = 2.50% + 7% × 2
E(r) = 2.50% + 14%
E(r) = 16.5%
Therefore, the option B is the answer.
Answer:
Find attached complete question.
$ 750.10
Explanation:
In order to ascertain the value of C ,we need to equate the present value of the two streams of cash flows to each other as follows:
first stream:
$400/(1+6%)^1+$400/(1+6%)^2+$125/(1+6%)^3+$400/(1+6%)^4+$400/(1+6%)^5+$125/(1+6%)^6+$400/(1+6%)^7=$1,808.19
Second stream:
C/(1+6%)^1+C/(1+6%)^2-$250/(1+6%)^3-$250/(1+6%)^4-$250/(1+6%)^5+C/(1+6%)^6+C/(1+6%)^7
-$250/(1+6%)^3-$250/(1+6%)^4-$250/(1+6%)^5=-$594.74
C/(1+6%)^1+C/(1+6%)^2+C/(1+6%)^6+C/(1+6%)^7=C/0.9434+C/0.8900+C/ 0.7050+C/ 0.6651
simplification
C/0.9434+C/0.8900+C/ 0.7050+C/ 0.6651=C/(0.9434+0.8900+0.7050+0.6651)= 0.31216C
All in all:
$1,808.19 =-$594.74+ 0.31216C
$1,808.19+$594.74= 0.31216C
$2402.93
= 0.31216C
C=$2402.93* 0.31216 =$ 750.10
Production would cease. i hope this helps you (;
Answer:
(a)Dawson Company $42.00
(b)McBride Company $41.40
Explanation:
The amount of FUTA taxes to be paid on Mirer's wages by the two companies are:
(a)Dawson Company $42.00
(7000*0.6%) = $42.00
(b)McBride Company $41.40
(6900*0.6%) =$41.40
