1) Month Sales
April $299,000
May $337,000
June $387,000
Schedule of anticipated collections
For June, 202x
Cash sales in June = $387,000 x 40% = $154,800
Collections from June's credit sales = $232,200 x 20% = $46,440
May's credit sales collections = $202,200 x 50% = $101,100
April's credit sales collections = $179,400 x 26% = $46,644
Total cash collections in June = $348,984
Month DM purchases
April $44,000
May $55,000
June $55,000
Schedule of expected cash outflows for direct material purchases
For June, 202x
Cash purchases in June = $55,000 x 50% = $27,500
Cash payments for May's purchases = $27,500 x 40% = $11,000
Cash payments for April's purchases = $22,000 x 60% = $13,200
Total cash payments in June = $51,700
2) Month Sales
April $299,000
May $337,000
June $387,000
Schedule of expected collections
For June, 202x
Cash sales in June = $387,000 x 40% = $154,800
Collections from June's credit sales = $232,200 x 30% = $69,660
May's credit sales collections = $202,200 x 50% = $101,100
April's credit sales collections = $179,400 x 18% = $32,292
Total cash collections in June = $357,852
It would be beneficial to compensate the collector, as the 2% decline in uncollectible accounts outweighs the $1,000 they would earn.
3) Month DM purchases
April $44,000
May $55,000
June $55,000
Schedule of expected cash outflows for direct material purchases
For June, 202x
Cash purchases in June = $55,000 x 40% = $22,000
Cash payments for May's purchases = $33,000 x 40% = $13,200
Cash payments for April's purchases = $26,400 x 60% = $15,840
Total cash payments in June = $51,040
Cash payments will see a slight reduction in June.
Answer:
Indirect manufacturing cost= $22100
Explanation:
The following data is provided:
Direct materials $ 6.20
Direct labor $ 3.10
Variable manufacturing overhead $ 1.35
Fixed manufacturing overhead $ 14,000
Sales commissions $ 1.50
Variable administrative expense $ 0.40
Fixed selling and administrative expense $ 4,500
A total of 6,000 units have been produced.
To find the indirect manufacturing cost: variable overhead plus fixed manufacturing overhead is calculated as 1.35 * 6000 + 14000 = $22100.
Answer: The result is -2.42
Explanation:
P1 = $4 Q1 = 800
P2 = $4.50 Q2 = 600
Applying the midpoint formula, we calculate:
For price:
P2 - P1/(P2 + P1)/2
= 4.5 - 4/(4.5 + 4)/2
= 0.5/4.25
= 0.12
For quantity:
Q2 - Q1/(Q2 + Q1)/2
= 600 - 800/(600 + 800)/2
= -200/700
= -0.29
The price elasticity of demand is calculated as change in quantity/change in price
= -0.29/0.12
= -2.42.
Answer:
The answer is $59.50.
Explanation:
The calculations based on the scenario are as follows:
Profit on futures price = After futures price - before futures price
$63.50 - $59
= $4.50
Thus, the effective price that the company pays can be calculated using this formula:
Effective price paid = Spot price in July - Gain on futures price
= $64 - $4.50
= $59.50
