Amounts withheld from employee's earnings for the employee income tax is considered a liability by the employer until the government is paid
What is liability?
Liability means the obligation that one party owes another, whose settlement requires the indebted party to transfer cash or equivalent value of other benefits commensurate to the liability to the other party.
In this case, the employees owe the government income taxes, whereby the employees have discharged the obligation by having the employers deduct them from their earnings.
The onus is now on the employers to make payments in respect of the income taxes withheld to the tax authority, prior to which the taxes are treated as the employer's liability.
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Missing options:
(A) assets. (B) liabilities. (C) salary expense. (D) revenue.
Answer:
la respuesta correcta es jdjfhf
Answer:
$7,680
Explanation:
The computation of the sales revenue in April month is shown below:
= Sales revenue - discount
where,
Sales revenue = Number of horseshoes × price per shoe
= 4,000 horseshoes × $2
= $8,000
And, the discount equal to
= Sales revenue × discount percentage
= 8,000 horseshoes × 2%
= 3$20
Now put these values to the above formula
So, the value would be equal to
= $8,000 - $320
= $7,680
Answer:
When sending an email cover letter, it's even more important to be concise. The first paragraph is what readers pay attention to when reading an email. The rest of the message is typically skimmed.
An increase in income taxes reduces disposable personal income and thus reduces consumption (but by less than the change in disposable personal income).
That shifts the aggregate demand curve leftward by an amount equal to the initial change in consumption that the change in income taxes produces times the multiplier.
<h3>How do higher taxes affect aggregate demand?</h3>
In the model of aggregate demand and aggregate supply, a tax rate increase will shift the aggregate demand curve to the left by an amount equal to the initial change in aggregate expenditures induced by the tax rate boost times the new value of the multiplier.
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