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Fiesta28 [93]
2 years ago
12

Prior period adjustments to financial statements can result from: Multiple Choice Changes in estimates of salvage value. Materia

l math errors. Discontinued operations. Changes in tax law. Changes in estimates of useful life.
Business
1 answer:
AveGali [126]2 years ago
4 0

The answer is  material math error.

An adjusting entry is essentially a bookkeeping modification that improves the accuracy of the financial statements by reflecting the revenue and spending on an accrual basis, which is typically but not always the case. At the conclusion of the accounting period, adjustments are made. This might happen towards the end of the month or at the end of the year.

Prior period adjustments are errors or mistakes committed in the prior reporting period. These mistakes must be remedied or eliminated by taking suitable corrective action. Prior period items include factual errors, arithmetic errors, and errors in applying accounting rules.

Therefore, material math error is the correct option.

To know more about adjustment to financial statements click here:

brainly.com/question/24178504

#SPJ4

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You are asked to make comparisons of two pairs of countries. The first pair are the Latin American countries of Chile and Argent
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Part a: According to Solow model higher per capita real GDP will be in Chile because of its highest saving rate.

Part b: The per capita capital stock or the labour ratio is the primary factor for these differences in the simple Solow model.

Explanation:

<em>Part a:</em>

According to Solow model higher per capita real GDP will be in Chile because of its highest saving rate.

In Solow model the GDP per capita is defined as

                                           y=k^{\alpha}=f(k)

Also the steady state path is given as

sf(k)=(s+n)k\\\frac{s}{s+n}=\frac{k^*}{f(k^*)}\\\frac{s}{s+n}=\frac{k^*^{\alpha-1}}{k^*}\\\frac{s}{s+n}={k^*^{\alpha-2}}

As all other parameters are same thus the country with higher value of s will have a higher per capita GDP.

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Higher saving rate leads to faster growth in Solow model. So there is higher per capita real GDP for the country that has higher saving rate.

<em>Part b:</em>

In Simple Solow Model, the steady state per Capita GDP, y^* is the function of the steady state per capita capital stock given as k^*

Now this indicates that

y^*=f(k^*)

where f is an increasing concave function i.e. f'>0 and f''<0

Thus the sole dependence of per capita GDP is on per capita capital stock.

Thus the per capita capital stock or the labour ratio is the primary factor for these differences in the simple Solow model.

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