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Questions and Answers
What is the future value of the annuity in the first example?
What is the future value of the annuity in the first example?
The present value of the annuity in the first example is ₱150,000.
The present value of the annuity in the first example is ₱150,000.
False
What is the cash price of the vacant lot based on the down payment and annuity?
What is the cash price of the vacant lot based on the down payment and annuity?
₱324,434.70
The present value of an annuity due is the sum of the __________ of the periodic payments.
The present value of an annuity due is the sum of the __________ of the periodic payments.
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In the example, how often are payments made?
In the example, how often are payments made?
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Match the following terms with their definitions:
Match the following terms with their definitions:
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The interest rate used in the example is 3%.
The interest rate used in the example is 3%.
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What is the value of 'i' used in the example where the cash price of the lot is calculated?
What is the value of 'i' used in the example where the cash price of the lot is calculated?
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What is the approximate Yield to Maturity calculated in the solution?
What is the approximate Yield to Maturity calculated in the solution?
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The Theory of Efficient Markets suggests that future stock prices can be easily predicted.
The Theory of Efficient Markets suggests that future stock prices can be easily predicted.
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What is the calculation used to determine the interest income in the solution?
What is the calculation used to determine the interest income in the solution?
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The weak form of the Efficient Market Hypothesis assumes that current stock prices reflect all __________ information.
The weak form of the Efficient Market Hypothesis assumes that current stock prices reflect all __________ information.
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Which sub-theory of the Efficient Market Hypothesis assumes that stock prices reflect insider information?
Which sub-theory of the Efficient Market Hypothesis assumes that stock prices reflect insider information?
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What is the formula used to calculate time (t) in simple interest?
What is the formula used to calculate time (t) in simple interest?
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Match the forms of the Efficient Market Hypothesis with their definitions:
Match the forms of the Efficient Market Hypothesis with their definitions:
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Exact interest is computed based on a year ratio of 1 year to 360 days.
Exact interest is computed based on a year ratio of 1 year to 360 days.
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According to the semi-strong form of market efficiency, which type of analysis is least beneficial to investors?
According to the semi-strong form of market efficiency, which type of analysis is least beneficial to investors?
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What is the total cash flow (C) given in the solution?
What is the total cash flow (C) given in the solution?
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How many days did it take Miss Uy to repay the loan?
How many days did it take Miss Uy to repay the loan?
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Mr. Sandoval paid exactly ₱1,200 interest at 8% for _____ days.
Mr. Sandoval paid exactly ₱1,200 interest at 8% for _____ days.
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Which ratio is used for calculating ordinary interest?
Which ratio is used for calculating ordinary interest?
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What amount did Miss Uy borrow from the bank?
What amount did Miss Uy borrow from the bank?
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₱5,400 earned on a principal of ₱80,000 at an interest rate of _____ percent.
₱5,400 earned on a principal of ₱80,000 at an interest rate of _____ percent.
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What is the total cost calculated from the expenses given?
What is the total cost calculated from the expenses given?
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The net gain is calculated as total received minus total cost.
The net gain is calculated as total received minus total cost.
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What is the total dividend received if each share provides ₱1 and there are 525 shares?
What is the total dividend received if each share provides ₱1 and there are 525 shares?
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The rate of return is calculated using the formula: Total gains divided by _____ cost.
The rate of return is calculated using the formula: Total gains divided by _____ cost.
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What is the approximate yield to maturity if: annual interest (I) is ₱420, par value (P) is ₱7,000, cost (C) is ₱6,650, and n is 5?
What is the approximate yield to maturity if: annual interest (I) is ₱420, par value (P) is ₱7,000, cost (C) is ₱6,650, and n is 5?
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The current yield is calculated using the price per share instead of the cost.
The current yield is calculated using the price per share instead of the cost.
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What is the gain calculated from the total received minus the total cost?
What is the gain calculated from the total received minus the total cost?
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What type of proposition is 𝑃𝑃 ∨ (∼ 𝑃𝑃)?
What type of proposition is 𝑃𝑃 ∨ (∼ 𝑃𝑃)?
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The expression 𝑄𝑄 ∧ (∼ 𝑄𝑄) is a tautology.
The expression 𝑄𝑄 ∧ (∼ 𝑄𝑄) is a tautology.
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Is the proposition 𝑃𝑃 ∨ (∼ 𝑄𝑄) a tautology, contradiction, or neither?
Is the proposition 𝑃𝑃 ∨ (∼ 𝑄𝑄) a tautology, contradiction, or neither?
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The proposition (𝑃𝑃 ∨ 𝑄𝑄) ∧ [(∼ 𝑃𝑃) ∧ (∼ 𝑄𝑄)] is a __________.
The proposition (𝑃𝑃 ∨ 𝑄𝑄) ∧ [(∼ 𝑃𝑃) ∧ (∼ 𝑄𝑄)] is a __________.
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Match the compound propositions with their classifications:
Match the compound propositions with their classifications:
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Which of the following propositions is a contradiction?
Which of the following propositions is a contradiction?
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Rules of inference help draw conclusions from given premises.
Rules of inference help draw conclusions from given premises.
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What is a syllogism?
What is a syllogism?
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What is the primary conclusion of the argument 'If Q is the consequence of P, and Q did not happen, then P does not happen'?
What is the primary conclusion of the argument 'If Q is the consequence of P, and Q did not happen, then P does not happen'?
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All dolphins are mammals, therefore all mammals have kidneys, is an example of a syllogism.
All dolphins are mammals, therefore all mammals have kidneys, is an example of a syllogism.
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Identify the fallacy in the statement: 'In a class of 50 students, 35 receive a daily allowance worth above P100. Hence, all 50 students receive allowance above P100.'
Identify the fallacy in the statement: 'In a class of 50 students, 35 receive a daily allowance worth above P100. Hence, all 50 students receive allowance above P100.'
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The rule of inference that states 'If P implies Q and P is true, then Q must also be true' is known as __________.
The rule of inference that states 'If P implies Q and P is true, then Q must also be true' is known as __________.
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Which fallacy is characterized by failing to provide a logical connection between the premise and conclusion, appealing instead to emotion?
Which fallacy is characterized by failing to provide a logical connection between the premise and conclusion, appealing instead to emotion?
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Provide an example of a syllogism.
Provide an example of a syllogism.
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Match the following fallacies with their definitions:
Match the following fallacies with their definitions:
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The classmate who borrowed my pen is my only classmate without a pen. Who is the borrower?
The classmate who borrowed my pen is my only classmate without a pen. Who is the borrower?
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Study Notes
Propositions
- A proposition is a declarative statement that can be evaluated as either true or false.
- A simple proposition contains one declarative sentence.
- A compound proposition consists of two or more simple propositions connected by logical operators.
Logical Operators
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Logical operators connect propositions to create new compound propositions or modify existing ones.
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Conjunction: Uses "and" to connect statements.
- A conjunction is TRUE only if both components are TRUE.
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Disjunction: Uses "or" to connect statements.
- A disjunction is FALSE only if both components are FALSE.
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Implication: Uses "if-then" to connect statements.
- The statement after "if" is called the premise. The statement after "then" is the conclusion.
- An implication is FALSE only if the premise is TRUE and the conclusion is FALSE.
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Biconditional: Uses "if and only if" or is equivalent to" to connect statements.
- A biconditional statement is TRUE if both parts have the same truth value.
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Negation: Uses "not" to modify a statement.
- A negation is TRUE when the original proposition is FALSE.
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Description
Test your understanding of propositions and logical operators. This quiz covers the definitions of simple and compound propositions, as well as the main logical operators: conjunction, disjunction, implication, and biconditional. Sharpen your logical reasoning skills with this engaging quiz!