Answer: Market allocates goods effectively.
Explanation: Effective market allocation is the economic market interaction discussed in this case study. As there was a storm and the power lines got down it was obvious that the demand for the batteries and flashlights will increase and the stock became insufficient but the market forces came into action leading to increase in supply and restoring demand and supply to equilibrium level .
Answer:
a. Determine the standard cost per unit for direct materials and direct labor.
standard direct labor rate = $20 x 30/60 minutes = $10 per faucet
standard direct materials rate = $1.80 x 2.5 lbs = $4.50 per faucet
b. Determine the direct materials price variance, direct materials quantity variance, and total direct materials cost variance.
direct materials price variance = (actual price x actual quantity) - (standard price x actual quantity) = ($1.95 x 13,000) - ($1.80 x 12,500) = $25,350 - $22,500 = $2,850 UNFAVORABLE
direct materials quantity variance = (standard price x actual quantity) -(standard price x standard quantity) = ($1.80 x 13,000) - ($1.80 x 12,500) = $23,400 - $22,500 = $900 UNFAVORABLE
total direct materials variance = direct materials price variance + direct materials quantity variance = $2,850 + $900 = $3,750 UNFAVORABLE
Answer:
Inflow of innovation
Explanation:
Negacho introduced its new flavoured chips and received positive response. This shows that the market is open to adopting new innovative products
This is what prompted Brex Mex to introduce their own flavored potato chips.
Basically the market is favorable to introduction of new ideas and products.
Answer:
Inventory $200,000
Cash $50,000
Notes payable $150,000
Explanation:
Data provided in the question:
Cost of the inventory purchased = $200,000
Amount paid in cash = one-fourth
= one-fourth of $200,000
= $50,000
For the remaining balance signed a note i.e = $200,000 - $50,000
= $150,000
Now,
This transaction will be recorded as:
Inventory $200,000
Cash $50,000
Notes payable $150,000
Based on the information given the number of shares outstanding after the split will be: 160,000 shares.
Using this formula
Outstanding shares=Current shares outstanding × Number of the split
Where:
Current shares outstanding =40,000 shares
Number of the split =4
Let plug in the formula
Outstanding shares=40,000 shares×4
Outstanding shares=160,000 shares
Inconclusion the number of shares outstanding after the split will be: 160,000 shares.
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