To find the unit rate you will take the price Jerry paid and divide it by the amount in pounds of pears.
Unit rate = $4.59/5.4 lb
Unit rate = $0.85
You can check your answer by multiplying the amount of pears Jerry purchased by the unit price to get the total price.
(5.4 lb of pairs)($0.85) = $4.59
<span>A decision to position the product on high-performance quality will mean that the seller must charge a higher price to cover higher costs.
When a company uses higher quality products to market their product as high-performance quality it means that the product will cost more to make and will sell for a higher price. The company has to cover all of their costs and one way to do that is to make sure their price point is set correctly.
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Answer:
Inspection activity cost per unit on 40,000 units of total production:
1) Before Improvement is $2.64 per unit
2) After Improvement is $0.33 per unit
Explanation:
In order to calculate activity cost per unit we divide activity cost with the total number of units, as calculated below:
Activity cost / Number of Units = Activity cost per unit
105,600 / 40,000 = 2.64
Hence, the inspection activity cost per unit of the total production before improvement is $2.64 per unit.
Now, to determine the activity cost per unit after the improvement we first multiple the current cost per unit with the random sample to calculate the new cost.
Then we divide the new activity cost with the total number of units. This is shown below:
Random Sample of Units x Activity cost per unit = New activity cost
5,000 x 2.64 = $13,200
New activity cost / Number of total units = Activity cost per unit (After Improvement)
13,200 / 40,000 = $0.33
Hence, the inspection activity cost per unit of the total production after improvement is $0.33 per unit.
Answer: b. Interest or Coupon Payments (PMT) throughout the bond's life expand and the repayment of the principal or Face Value at the bond's maturity (FV).
Explanation:
For most bonds, a bond holder receives interest payments from the bond issuer in terms of coupon payments for the duration of the life of the bond. The coupon payment is a steady payment based on the par value of the bond.
When the bond matures, the bond holder receives the Principal/Face Value of the bond back. This value of usually the Par value of the bond regardless of how much the bond holder bought the bond for.
