Answer:
A. $96
B. $228
C. $42
Explanation:
A. Calculation to determine the Amount of SUTA tax the company must pay to Nebraska on Porter's wages
SUTA tax =$3,000 x 3.2%
SUTA tax = $96
Therefore the Amount of SUTA tax the company must pay to Nebraska on Porter's wages is $96
B. Calculation to determine the Amount of sUTA tax the company must pay to Michiganion Porter's wages
SUTA tax =($9,000 - $3,000 )x3.8%
SUTA tax =$6,000 x 3.8%
SUTA tax = $228
Therefore the Amount of SUTA tax the company must pay to Nebraska on Porter's wages is $228
C. Calculation to determine the Amount of the net FUTA tax on Porters wages
Net FUTA tax=$7,000 limit) x 0.6%
Net FUTA tax = $42
Therefore the Amount of SUTA tax the company must pay to Nebraska on Porter's wages is $42
A town might decide to issue bonds to B) to build new roads or bridges. A town will achieve a specified amount of money by issuing the bond and there must be an obvious source for returning the bond value until its maturity date. Therefore, building projects or other projects related to the town's infrastructure would be the most appropriate reason for a town to issue bonds.
Looks like you need to write a paragraph and ask for proof reading.
Answer:
$12,600
Explanation:
If Olivia Company uses the units of production depreciation method, we must calculate the depreciation cost per mile:
depreciation cost per mile = (purchase cost - salvage value) / total miles driven
depreciation cost per mile = ($50,000 - $5,000) / 250,000 miles
depreciation cost per mile = $45,000 / 250,000 = $0.18 per miles
Now we multiply by the total miles driven the first year times the depreciation cost per mile = 70,000 units x $0.18 per unit = $12,600
Answer:
Quarterly interest payment= $11.25
Explanation:
<em>T</em><em>he coupon rate is the proportion of the nominal value of a bond that is paid as interest . This proportion is always as a quoted as percentage . And the payment can be made annually, semi-annually or even quarterly</em>
<em>Here the quarterly payment implies that the investor would receive the interest payment every three months</em>
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Annual Interest payment = coupon rate × nominal value
= 4.5% × 1,000 = 45
Quarterly interest payment = 45 × 3/12 = 11.25
Quarterly interest payment= $11.25
