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Advocard [28]
3 years ago
7

Suppose a consumer has the following utility function defined over the 2 goods X and Y: a. If this consumer originally consumed

10 units of X and 24 units of Y, and if the consumption of X were increased to 12 units, how much Y would be would the consumer be willing to give up and maintain the initial level of satisfaction
Business
1 answer:
Radda [10]3 years ago
3 0

Answer:

Y = 22 units (Approx)

Explanation:

Note:

The utility function is not given, the utility function is as follows.

U(X ,Y) = 2X + 16Y^{1/2}

So,

U(X ,Y) = 2X + 16Y^{1/2}

When X = 10 and Y = 24 units

U(10 ,24) = 2(10) + 16(24)^{1/2}

U(10 ,24) = 98.4

U(10 ,24) = 99 Units (Approx)

So,

U(X ,Y) = 2X + 16Y^{1/2}

When X = 12 Find Y

99 units = 2(12) + 16Y^{1/2}

75 = 16Y^{1/2}

Y = 21.97

Y = 22 units (Approx)

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Answer:

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i. Variable overhead spending variance

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ii. Variable overhead efficiency variance

= (standard hours allowed for production – actual hours taken) × standard overhead absorption rate per hour

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iii. Fixed overhead spending variance = actual fixed overhead cost - budgeted fixed overhead cost

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b. Journal Entries:

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Debit Overapplied Variable Overhead 225

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Credit Manufacturing Overhead Applied $10,800

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Standard variable overhead rate = $4.50 ($315,000/70,000)

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Machine hours = 300

Actual variable overhead = $26,325

Actual variable overhead rate per DLH = $4.462 ($26,325/5,900)

Actual fixed overhead = $11,400

Actual fixed overhead rate = $38 ($11,400/300)

Standard machine hours = 290

Standard direct labor hours = 5,980

7 0
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Answer:

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Answer:

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