121.67 days
Days in inventory is a measure of the average number of days that inventory is held.
365 days / ($285,000 / (80000+110,000)/2))
365 / (285,000 / {190,000/2})
365/ (285000/95000)
365/3 = 121.67 (rounded)
If the investment turnover is 1.20 for one of its investment centers, the return on investment must be: 39.72%.
Using this formula
Return on investment = Profit margin ×Investment turnover
Where:
Profit margin=33.1% or 0.331
Investment turnover=1.20
Let plug in the formula
Return on investment = 0.331×1.20
Return on investment = 0.3972×100
Return on investment = 39.72%
Inconclusion If the investment turnover is 1.20 for one of its investment centers, the return on investment must be: 39.72%
Learn more about return on investment here: brainly.com/question/23823344
Answer:
- <u>std rate $30.64</u>
- <u>efficiency variance $6,128.00</u>
Explanation:
We will work the rate variance to obtain the standard rate:

actual rate $29.20
actual hours 11,700
difference $1.44
rate variance $16,800.00

<u>std rate $30.64</u>
<u></u>
<u>Now we can solve for the labor efficiency variance:</u>
std hours 11700
actual hours 11500
std rate $30.64
difference 200
<u>efficiency variance $6,128.00</u>
The diference is positive, sothe variance is favorable.
Answer:
6%
Explanation:
Data provided as per question is as given below:-
Redeemed amount = $1,000
Sale value of Bond = $687.25
Number of year = 5
The computation of interest rate is as shown below:-
Interest rate = (Redeemed amount ÷ Sale value of bond) ^ (1 ÷ Number of Year) - 1
= (1,000 ÷ 747.25) ^ (1 ÷ 5) - 1
= (1.338) ^ (0.2) - 1
= 0.06
= 6%
Answer:
6.32%
Explanation:
Bonds yield amount = $1,030 × 6.14% = $63.242
Coupon rate = Bond yield amount ÷ Par value of the bond = $63.242 ÷ $1,000 = 0.063242, or 6.32%
Therefore, the coupon rate on the bonds must be 6.32%.