Answer:
7.85%
Explanation:
Face value of bond =$2000
Price of current bond= face value× 106.5% = $2130
Term= 25 years×2= 50 period
Coupon rate= 7%×1/2= 3.5%
Coupon amount= coupon rate×face value = $2000×3.5/100
=$70 for a period
YTM of bond= [coupon amount+ (maturity value-current price)/Term]/0.6×current price+0.4×maturity value]
YTM of bond= 6.487% per annum
Total market value of bond= 8,400bonds× $2130= $17,892,000
Market value of common stock= 275,000shares × 62.50= $18012500
Weight of common stock= 0.490009385
Weight of preferred stock= 0.023259294
WACC= Wd* Kd + Wc*Kc + Wp*Kp
= 0.486731321× 4.86525% +
0.490009385× 10.9624275+
0.023259294× 4.7368421%
=7.849%
= 7.85%(rounded)
Thus, WACC is 7.85%
what? alright so um yeah i really need points right now-
The answer is may 23 because <span>They will receive a 3% discount if paid within 10 days, and a 1% discount if paid within 20 days. </span>
Answer:
option (C) L(x) = 200,000(x - 0.40)²
Explanation:
Given:
quality characteristic = 0.40
Tolerance = 0.03
Repair cost = $180
Now,
Taguchi loss function is given as:
Loss (in $) = Constant × ( Quality characteristic - Target value )²
For quality characteristic of 'x' target value 't'
and constant A
L(x) = A × ( x - t)²
substituting the given values, we get
$180 = A × (0.03)² [x - t = tolerance]
or
$180 = A × 0.0009
or
A = 200,000
Hence,
Taguchi loss function
L(x) = 200,000(x - 0.40)²
Hence,
the correct answer is option (C) L(x) = 200,000(x - 0.40)²