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Vikki [24]
3 years ago
13

Nancy's union has negotiated a three-year wage contract that provides for a 2.4% increase indexed to inflation. The rates of inf

lation are forecast to be 1.62%, 1.93% and 2.21% respectively. How will Nancy's wage increase be expressed in the new contract?COLA plus 1.6%COLA plus 1.9%COLA plus 2.4%COLA plus 2.2%
Business
1 answer:
Blababa [14]3 years ago
6 0

Nancy's union has negotiated a three-year wage contract that provides for a 2.4% increase indexed to inflation. The rates of inflation are forecast to be 1.62%, 1.93% and 2.21% respectively Nancy's wage increase be expressed in the new contract as -COLA plus 2.4%

Explanation:

From the question it is clear that the rate of inflation is  forecasted to be either 1.62%,1.93% or 2.21% in the near future

But As per the  wage contract of the Nancy's union the increase in inflation is assumed to be 2.4%

So,the Nancy's wage increase in the new contract will be expressed as -COLA plus 2.4%

(The term COLA refers to the cost of living adjustment)

<u>Wage increase =cost of living adjustment(COLA)+increased inflation</u>

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A company's flexible budget for 24,000 units of production showed total contribution margin of $93,600 and fixed costs, $31,200.
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Answer:

a. $81,900.

Explanation:

The contribution margin per unit is obtained by dividing the total contribution margin by the 24,000 units produced.

CM = \frac{\$93,600}{24,000} = \$3.9\ per\ unit

The expected operating income is given by the contribution margin minus the fixed costs. For 29,000 units sold, the operating income is:

I = \$3.9*29,000 - \$31,200\\I=\$81,900

The answer is a. $81,900.

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2 years ago
Yvette is considering taking out a loan with a principal of $16,200 from one of two banks. Bank F charges an interest rate of 5.
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<span>Yvette should choose Bank F’s loan if she wants more about lower monthly payments, and she should choose Bank G’s loan if she wants more about the lowest lifetime cost.
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These are the calculations for each bank.

BANK F:
Annual Payments=<span>$210.53
Total Interest=</span><span>$4,011.13

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3 years ago
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Problem 7-5 Coupon Rates [LO2] Gabriele Enterprises has bonds on the market making annual payments, with eight years to maturity
kakasveta [241]

Answer:

5.32%

Explanation:

The computation of the coupon rate on the bonds is shown below:

As we know that

Current price = Annual coupon × Present value of annuity factor(6.1%,8 ) + $1,000 × Present value of discounting factor(6.1%,8)

$952 = Annual coupon × 6.18529143 + $1,000 × 0.622697222

Annual coupon is

= ($952 - 622.697222) ÷ 6.18529143

= $53.24

Now

Coupon rate is

= Annual coupon ÷ Face value

= $53.24 ÷ $1,000

= 5.32%

Working notes:

1. Present value of annuity is

= Annuity × [1 - (1 + interest rate)^-time period] ÷ rate

= Annual coupon × [1 - (1.061)^-8] ÷ 0.061

= Annual coupon × 6.18529143

And,

2.Present value of discounting factor is

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= $1000 × 0.622697222

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2 years ago
Suppose the demand for good X is given by Qdx = 10 + axPx + ayPy + aMM. From the law of demand we know that ax will be: less tha
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Answer:

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