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Eddi Din [679]
3 years ago
9

Gupta Industries received a $380,000 prepayment from Packard Associates for the sale of new equipment. Gupta will bill Packard a

n additional $108,000 upon delivery of the equipment. Upon receipt of the $380,000 prepayment, how much should Gupta recognize for a contract asset, a contract liability, and accounts receivable? A) Contract asset $380,000, contract liability: $0, accounts receivable, $108,000. B) Contract asset: $0: contract liability: $380,000, accounts receivable, $108,000 C) Contract asset: $380,000, contract liability: $0, accounts receivable, $0. D) Contract asset: $0, contract liability: $380,000, accounts receivable, $0.
Business
1 answer:
jenyasd209 [6]3 years ago
8 0

Answer: the correct answer is D) Contract asset: $0, contract liability: $380,000, accounts receivable, $0.

Explanation: Contract asset is $0 because the asset belongs to the company that has the equipment which is Packard Associates. Gupta has a liability of $380,000 because it has to deliver the equipment. Accounts receivable are $0 because the equipment hasn't been delivered yet.

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Total costs for Locke​ & Company at 140 comma 000 units are $ 289 comma 000​, while total fixed costs are $ 195 comma 000. T
Kobotan [32]

Answer: Total variable costs at a level of 260,000 units would be $1,74,460.

Explanation:

Total cost at 140,000 units = $249,000 and

Fixed cost = $195,000

Number of units = 140,000

∴ Total variable cost at 140,000 = Total cost - Total fixed cost

                                                      = 249000 - 195000

                                                       = $94000

Variable cost per unit = \frac{Total\ variable\ cost}{Number\ of\ units}

= \frac{94000}{140000}

= $0.671 per unit

Hence,

Total variable costs at a level of 260,000 units would be = Variable cost per unit × Number of units

= 0.671 × 260,000

= $1,74,460

5 0
3 years ago
Assume that a​ firm's marginal cost is​ $10 and the elasticity of demand is minus2. We can conclude that the​ firm's profit-maxi
inysia [295]

Answer:

Option A. $20

Explanation:

Marginal cost be MC, marginal revenue be MR and . We know that

MR = ∆TR ÷ ∆Q

or

MR = (P∆Q+Q∆P) ÷ ∆Q

Here,

P is Profit-maximizing price

or

MR = (P∆Q ÷ ∆Q) + (Q∆P ÷ ∆Q)

or

MR = P + (Q∆P ÷ ∆Q)

we can also write the above equation as

MR = P + P(\frac{Q}{P})(\frac{\Delta P}{\Delta Q})

also,

Price elasticity of demand PED =  (\frac{Q}{P})(\frac{\Delta P}{\Delta Q})

or

MR = P + [ P ÷ (PED) ]

We know MR = MC

Therefore,

MC = P +  [ P ÷ (PED) ]

(P − MC) ÷ P = −1 ÷ PED

Substituting the values provided in the question

MC = $10

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we get

P = [ PED ÷ (1 + PED)] × MC

P = ( -2 ÷ -1) × 10

or

P =$20

hence,

Option A. $20

7 0
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Answer:

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Explanation:

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Answer:

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Answer:

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<em />

7 0
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