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Papessa [141]
3 years ago
10

It costs Glenwood, Inc. $82 per unit to manufacture 1,000 units per month of a product that it can sell for $122 each. Alternati

vely, Glenwood could process the units further into a more complex product, which would cost an additional $36 per unit. Glenwood could sell the more complex product for $162 each. How would processing the product further affect Glenwood's profit?
Business
1 answer:
mixas84 [53]3 years ago
5 0
<h2>Answer:</h2><h2>The profit would increase by $ 4000 if complex product was produced.</h2>

Explanation:

Total number of units to be manufactured = 1000

(i) The cost price of 1 unit = $ 82

The cost price of 1000 units = 82 * 1000 = $ 82000

Selling price of 1 unit = $ 122

The selling price of 1000 units = 122 * 1000 = $ 122000

Profit earned = 122000 - 82000 = $ 40000

(ii)To produce a complex product,

The cost price of 1 unit = $ 82 + $ 36 = $ 118

The cost price of 1000 units = 118 * 1000 = $ 118000

Selling price of 1 unit = $ 162

The selling price of 1000 units = 162 * 1000 = $ 162000

Profiy earned = 162000 - 118000 = $ 44000

Therefore, the profit would increase by $ 4000 if complex product was produced.

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2 years ago
What information is important when choosing a healthcare plan?
Nataliya [291]
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3 years ago
Gabriele Enterprises has bonds on the market making annual payments, with eight years to maturity, a par value of $1,000, and se
iVinArrow [24]

Answer:

Coupon rate = 5.8%

Explanation:

The price of a bond is the present value (PV)  of the future cash flows discounted at its yield.

So we will need to work back to ascertain the coupon rate

Step 1

<em>Calculate the PV of redemption value and PV of interest payments</em>

<em>PV of Redemption </em>

= 1.067^(-5) × 1000

=723.06

<em>PV of the annual interest rate</em>

= price of the bond - PV of redemption

= $964- 723.06

= 240.934

Step 2

<em>Calculate the interest payment</em>

Interest payment = PV of redemption value / annuity factor

Annuity factor =( 1 -(1+r)^(-n) )/r

<em>Annuity factor at 6.7% for 5 years</em>

Factor =( 1-1.067^(-5) )/0.067

          = 4.1333

Interest payment =  <em>PV of the annual interest rate</em> / Annuity factor

Interest payment=

=240.93/4.1333

=58.290

Step 3

<em>Calculate the coupon rate</em>

Coupon rate = interest payment/ par value

Coupon rate = (58.290/1000) × 100

= 5.8%

Coupon rate = 5.8%

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2 years ago
Barbara purchases only two goods, salads, and notepads. Both are normal goods for Barbara. Suppose the price of salad decreases.
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Like Haley up here did^^^^^^^^

Answer:

B

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2 years ago
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