can you send the problems
Answer:
b. credit to Gain on Sale of Investments for $2,400.
Explanation:
May 1, 20Y6
Purchase price of Bond = $100
Number of Bond Purchased = $100,000 / 100 = 1,000 per bond
February 1, 20Y7
Sale Price of Bond = $103 per Bond
Gain on Sale = $103 - $100 = $3 per bond
Number of Bond Sold = $80,000 / 100 = 800 bonds
Gain on sold bonds = 800 bonds x $3 per bond = $2,400
Journal Entry Will be as follows:
Dr. Cr.
Cash (800 x 103) $82,400
Gain on sale $2,400
Investment in Bond $80,000
Answer:
$1.5 million.
Explanation:
Calculation of the amount of the break-even sales for Grace Food Company:
Sales mix calculation will be:
Corn Flakes = $2,000,000/$2,500,000
= 0.80,
Frosted Flakes = $500,000/$2,500,000
= 0.20.
Calculation for the Contribution margin ratio will be:
(60%) × (0.80) + (50%) × (0.20) = 58�lculation for the Break-even point will be:
Break even point= Total Fixed Costs/Overall Contribution margin ratio
Hence,
$870,000/0.58= $1.5 million.
Therefore amount of break even sales will be $1.5 million.
Answer:
b
Explanation:
The total benefit from building the library = 20.000 x $40 = $800,000
The total benefits exceeds the cost of building the library, so the library should be built.
Since all the residents would benefit from the library, all the residents should pay for the library. Thus, all residents should be taxed .
Answer:
False.
Explanation:
(1) Units produced = 24 units of output
At the 24th unit of output,
Marginal revenue = $5
Marginal cost = $4
MR ≠ MC
At the 25th unit of output,
Marginal revenue = $4.50
Marginal cost = $4.50
MR = MC
At the 26th unit of output,
Marginal revenue = $4
Marginal cost = $5
MR ≠ MC
A firm maximizes its profit at a point where the marginal revenue is equal to the marginal cost i.e. MR = MC.
It is clear from the above scenario that this firm doesn't stop at 24 units of output because at this point of production profit maximizing condition is not fulfilled which means MR ≠ MC.
This firm should stopped at 25 units of output where marginal revenue is equal to the marginal cost from the 25th unit of output.
