Answer:
a. Groupo sells goods to MTN for $1,000,000, payment due at delivery.
- transaction price = $1,000,000
- revenue recognized once the goods are delivered
No journal entry is required until goods are delivered and accepted.
b. Groupo sells goods on account to Grifols for $800,000, payment due in 30 days.
- transaction price = $800,000
- revenue recognized immediately since goods were already delivered
The journal entry:
Dr Accounts receivable 800,000
Cr Sales revenue 800,000
c. Groupo sells goods to Magnus for $500,000, payment due in two installments, the first installment payable in 18 months and the second payment due 6 months later. The present value of the future payments is $464,000.
- transaction price = $480,000
- revenue recognized immediately since goods were already delivered
The journal entry:
Dr Notes receivable 500,000
Cr Sales revenue 480,000
Cr Discount on notes receivable 20,000
At least 3 days per week with sufficient reps and sets.
Answer: Please refer to Explanation
Explanation:
When recording Equipment here the value of the shares at current value should be used and not the cost of the equipment.
DR Equipment $162,250
CR Investment in Pharaoh Company $137,500
CR Gain on Exchange $24,750
(To record Exchange of shares for Equipment)
Workings.
Investment in Pharaoh Company.
= 2,750 shares * $50(purchase price)
= $137,500
Gain on Exchange
= 2,750 shares * (Market Price - Purchase Price)
= 2,750 shares * ( 59 - 50)
= $24,750
Equipment.
= Investment in Pharoah Company + Gain on Exchange
= 137,500 + 24,750
= $162,250
Answer:
Variable cost per unit= $6.6 per unit
Explanation:
Giving the following information:
January: $2,880 330
February: $3,180 380
March: $3,780 530
April: $4,680 660
May: $3,380 530
June: $5,520 730
To calculate the unitary variable cost, we need to use the following formula:
Variable cost per unit= (Highest activity cost - Lowest activity cost)/ (Highest activity units - Lowest activity units)
Variable cost per unit= (5,520 - 2,880) / (730 - 330)= $6.6 per unit
Explanation:
I = Prt
I = (10000)(.11)(4) = $4400
Total Cost = Down Payment + Principal Borrowed + Interest
Total Cost = 2000 + 8000 + 4400
= $14,400
Monthly Payment = (Principal Borrowed + Total interest) / Total number of payments
Monthly Payment = (10,000 + 4400) / 48
= $300
APR= (2 × n × I) / [P × (N + 1)]
APR = (2 × 12 × 4400) / [10,000 × (48+1)]
= 21.55%
