Algebra I: Equations, Inequalities, and Functions
Classified in Mathematics
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Classified in Mathematics
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Classified in Mathematics
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The company must make an inventory of the stocks it has, doing a physical count of them and checking the result with the information recorded in the book balance. After verifying this data and correcting any differences, it is necessary to stabilize stock accounts; that is, to correct the accounting balance of these accounts to reflect reality.
Before determining the result of the accounting fiscal year, the company must verify accounting data by checking, on the one hand, that there are no mistakes in arithmetic or transcription and, on the other, contrasting it with the economic reality. To do this, perform the following inventories and balances:
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Objective
The objective of this Standard is to prescribe:
The Standard also requires the entity that does not prepare its financial statements under the assumption of going concern, if the events after the balance sheet date indicate that this hypothesis of continuity is not appropriate.
Scope
This Standard is applicable in the accounting and disclosures related to events after the balance sheet date.
The events
... Continue reading "IAS 10: Events After the Balance Sheet Date - Key Accounting Standards" »Classified in Mathematics
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A population is the set of all elements that are subjected to a statistical study.
An individual or statistical unit is each of the elements of the population.
A sample is a representative subset of the reference population; the number of individuals in a sample is less than that of the population.
Sampling is the collection of data to be studied, obtained from a small proportion that is representative of the population.
A value is each of the different results that can be obtained in a statistical study. For example, if you toss a coin 5 times, you get two values: heads and tails.
Data refers to each of the values obtained by performing a statistical study. If you toss a coin 5 times,
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We highlight three primary types of base reductions:
The amount of reduction varies depending on the heir's kinship group. There are four standard groups:
If the beneficiary is a spouse, ascendant, or descendant, a 100% reduction applies, up to a maximum limit.
If the heir is a spouse, descendant, or ascendant and inherits the primary residence, a 95% reduction applies, up to a specific ceiling.... Continue reading "Understanding Inheritance Tax: Reductions, Rates, and Coefficients" »
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The audit function is primarily regulated by Law 19/1988 of July 22 on the Audit of Accounts and its corresponding audit regulation, which is updated almost annually. These rules govern the external, financial, or economic-financial audit, carried out by independent professionals.
An audit involves the verification and review of financial statements (whether economic, financial, or economic-financial). This verification must be performed by individuals who, among other qualifications, are graduates in relevant fields with extensive accounting knowledge.
Auditors are ultimately independent professionals; they are not public officials and have no affiliation with the company being audited. In conducting... Continue reading "Understanding Financial Audit: Role, Regulations, and Objectives" »
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Linguistic vices refer to any defect or impairment that may present in words or sentences, hindering clear and correct communication.
Here are some common linguistic errors:
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A function defines the relationship between an initial set and a final set, so that each element of the initial set (independent variable) corresponds to a single element of the final set (dependent variable).
The domain of a function is the set of possible values that the independent variable (e.g., coins) can take.
The range of a function is the set of possible values that the dependent variable (e.g., drinks) can represent.
A function can be represented by tables, graphs, and algebraic formulas.
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Pythagorean Identities:
sin (a + b) = sin(a) · cos(b) + cos(a) · sin(b) cos (a + b) = cos(a) · cos(b) - sin(a) · sin(b) tan (a + b) = (tan(a) + tan(b)) / (1 - tan(a)tan(b)) sin(2a) = 2 · sin(a) · cos(a) cos(2a) = cos2(a) - sin2(a) tan(2a) = 2tan(a) / (1 - tan2(a)) sin(a / 2) = ±√((1 - cos(a)) / 2) cos(a / 2) = ±√((1 + cos(a)) / 2) tan(a / 2) = ±√((1 - cos(a)) / (1 + cos(a))) sin(a)sin(b) = 2sin((a + b) / 2) · cos((a - b) / 2) sin(a) - sin(b) = 2cos((a + b) / 2) · sin((a - b) / 2) cos(a) + cos(b) = 2cos((a + b) / 2) · cos((a - b) / 2) cos(a) - cos(b) = -2sin((a + b) / 2) · sin((a - b) / 2) |
Basic Trigonometric Identities:
sin2(x) + cos2(x) = 1 1 + tan2(x) = sec2(x) 1 + cot2(x) = csc2(x) tan(x) = sin(x) / cos( |
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