Answer:
775 units
Explanation:
By forecast,
June sales = 400 units
July sales = 700 units
if ending inventory equal to 125% of next month's sales
Then June's ending inventory = 125% × 700
= 875 units
May's ending inventory = 125% × 400
= 500 units
Opening inventory + production - sales = closing inventory
Using the formula above, where p = production
500 + p - 400 = 875
p = 875 - 100
p = 775
Production required for June is 775 units.
Answer:
The correct answer is B.
Explanation:
Giving the following information:
Initial investment= $270,000
Cash flow= $60,000
Number of years= 5
Discount rate= 12%
<u>To calculate the net present value (NPV), we need to use the following formula:</u>
NPV= -Io + ∑[Cf/(1+i)^n]
∑[Cf/(1+i)^n]:
Cf1= 60,000/1.12= 53,571.43
Cf2= 60,000/1.12^2= 47,831.63
.....
Cf5= 60,000/1.12^5= 34,045.61
∑[Cf/(1+i)^n]= 216,286.57
<u>Now, the NPV:</u>
NPV= -270,000 + 216,286.57
NPV= -53,713.43
The organization for supermarket is that you have to keep the food and fruits nice and fresh clean the floors and the whole store which is a lot of work for the workers to do they have to fix every problem there is and have to keep their business
If a bond's yield to maturity is less than its coupon rate, the bond will sell at a premium, and increases in market interest rates will decrease this premium.
If the bond's coupon rate is lower than YTM, the bond will be sold at a discounted price. If the bond's coupon rate is higher than its YTM, the bond is sold at a premium. If the bond's coupon equals YTM, the bond is sold at face value.
If the coupon is higher than the yield, investors should expect the bond's capital value to fall over the remaining term. Therefore, the price of the bond must be higher than its face value. If the bond's coupon rate is lower than its lifetime, the bond's price increases over its remaining lifetime.
If the interest rate falls below the coupon, the bond can be sold at a premium above face value. Interest rates on bonds vary according to prevailing interest rates and perceived risks of the issuer. Suppose he has a 10-year bond for $5,000 with a 5% coupon.
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This is an example of associative play.
It means that the children are in the same location, but not necessarily close to each other or playing together. Each of these kids has their own plan and agenda of how to bring the plan to fruition, and they are not really cooperating in order to build the fort.
