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WorksheetsGenMath Reviewer 2
Total questions: 71
Worksheet time: 49mins
The person (or institution) who invests the money or makes the funds available.
Creditor
Debtor
Borrower
Mortgagor
What is the date on which money is received by the borrower?
Annually
Maturity Date
Origin
Repayment Date
The person (or institution) who owes the money or avails of the funds from the lender.
Mortgagee
Creditor
Lending Company
Debtor
It is in percent, charged by the lender, or rate of increase of the investment.
Rate
Principal
Interest
Time/Term
The amount after t years; that the lender receives from the borrower on the maturity date.
Principal
Accumulated Value
Present Value
Interest
What is the amount paid or earned for the use of money?
Interest
Payment
Penalty
Investment
The type of interest that is computed solely on the principal and then added to it.
General Annuity
General Annuity
Simple Interest
Compound Interest
It is the amount of money borrowed or invested on the origin date.
Annuity
Interest
Maturity Value
Principal
What is the amount of time in years the money is borrowed or invested?
Term
Annually
Semi-annually
Loan Date
The date on which the loan gets paid.
Repayment Date
Conversion Period
Origin
Maturity Date
The type of interest that is computed on the principal and also on the accumulated past interests.
General Annuity
General Annuity
Simple Interest
Compound Interest
Which of the following is the correct equation used in Simple Interest computation?
IS = Prt
IS = P2rt
IS = Pr2t
IS = Prt2
A sequence of payments made at equal (fixed) interval or periods of time is called what?
Annuity
Interest
Maturity Value
Principal
A series of periodic payments which are to run infinitely or forever is called what?
Annuity Certain
Regular Payments
Perpetuities
Installment
What will be the time or term of an investment at simple interest for 9 months?
0.25
0.3333
0.6667
0.75
What will be the value of compounding or conversion period if a loan is compounded semi-annually?
2
4
12
24
Calculate the Future Value of a loan with a principal of PHP 50,000 and accumulated interest of PHP 12,500.
PHP 12,500
PHP 37,500
PHP 50,000
PHP 62,500
An annuity in which payments begin and end at a definite time is a/an ________________.
General Annuity
Uncertain Annuity
Annuity Certain
Simple Annuity
An annuity where payment interval is the same as the interest period is a/an _______________.
General Annuity
Uncertain Annuity
Annuity Certain
Simple Annuity
A down payment (if there is any) plus present value of the annuity is called what?
Cash Value
Present Value
Payment
Future Value
It is a share in the ownership of a company.
Stocks
Bonds
Share
Stock Market
It is a place where stocks can be bought or sold.
Stocks
Bonds
Share
Stock Market
It is the current price of a stock at which it can be sold.
Par Value
Market Value
Stock Price
Stock Market
Who are the issuers of stocks?
Stock Market
Government Banks
Corporate
Government
A form of equity financing or raising money by allowing investors to be part owners of the company.
Stocks
Bonds
Financing
Lending
It is money lent to an individual for personal or family purposes.
Business Loan
Consumer Loan
Financing
Mortgage
It is a financial obligation of paying a loan and its interest through a series of regular equal payments.
Business Loan
Consumer Loan
Lending
Amortization
It is a business loan or consumer loan that is secured with collateral.
Mortgage
Consumer Loan
Business Loan
Amortization
It is a method of paying a loan on an installment basis, usually of equal amounts at regular intervals.
Mortgage
Financing
Lay-away
Amortization
Any remaining debt at a specific time.
Outstanding Balance
Regular Payment
Future Value
Principal
The truth table final answer if p is true and q is false for disjunction is?
True
False
Maybe
Can't determine
It is a declarative sentence that is either true or false, but not both.
Command
Imperative
Proposition
Paradox
Conjunction is a compound proposition connected by what word or set of words?
And
Or
If … then
If and only if
Disjunction proposition can be written in the symbol as:
~p
p → q
p ˄ q
p ˅ q
Which of the following is not a tautology?
Modus Ponens
Hypothetical Syllogism
Modus Tollens
Misuse of Disjunctive Reasoning
"If it rains, then the road is wet. It did not rain, Therefore, the road is not wet." What type of fallacy was committed?
Fallacy of converse
Fallacy of the inverse
Misuse of disjunctive reasoning
Misuse of transitive reasoning
Scheme used for listing all possible truth values to determine if the propositions are true or false is?
Negation Transformation
Logical Proposition
Rules of Inference
Truth Table
If p is a proposition, then the following statements are true about ~p, except ...
~p is always false
~p is always true
~p is either true or false
~p can never be true or false
Which of the following sentences is a proposition?
The man is faithful and responsible.
STOP! You are not allowed to leave the house.
Am I ready?
Buy one kilo of rice when you go to the market.
Given the statement p: "Jay lives in Sarangani", and q: "Jay drives a red car", write the compound proposition "Jay lives in Sarangani and Jay drives a red car" using the appropriate symbol.
p ˄ q
p ˅ q
p → q
p ↔ q
A time deposit account in a bank yields 1.5% interest compounded monthly. Jennifer invested PHP 475,000 in the said bank. How much total money does she have after 4 years and 5 months?
(a)
Problem: A time deposit account in a bank yields 1.5% interest compounded monthly. Jennifer invested PHP 475,000 in the said bank. How much total money does she have after 4 years and 5 months? What is the Principal amount Jennifer invested in the bank?
PHP 475,000
PHP 1.5
PHP 4
PHP 4.75
Problem: A time deposit account in a bank yields 1.5% interest compounded monthly. Jennifer invested PHP 475,000 in the said bank. How much total money does she have after 4 years and 5 months? What is the Interest Rate in decimal form for the time deposit account?
0.015
1.5
15%
0.15
Problem: A time deposit account in a bank yields 1.5% interest compounded monthly. Jennifer invested PHP 475,000 in the said bank. How much total money does she have after 4 years and 5 months? What is the Compounding or Conversion Period for Jennifer's investment?
4 years
5 months
4.5 years
Monthly
Problem: A time deposit account in a bank yields 1.5% interest compounded monthly. Jennifer invested PHP 475,000 in the said bank. How much total money does she have after 4 years and 5 months? How many years is the Term of Jennifer's investment (write 4 decimal places only)?
4.05
4.5
4.4167
4.0005
Problem: A time deposit account in a bank yields 1.5% interest compounded monthly. Jennifer invested PHP 475,000 in the said bank. How much total money does she have after 4 years and 5 months? What is the Interest Rate per Compounding Period for Jennifer's time deposit (5 decimal places)?
0.01877
0.01878
0.01876
0.01875
Provide the symbols of the compound propositions below. Consider these propositions p : A rectangle is a quadrilateral. q : A rectangle is a four-sided shape. r : A rectangle has one acute angle.
"A rectangle is a quadrilateral or it has one acute angle"
p
q
r
p ˅ q
Provide the symbols of the compound propositions below. Consider these propositions p : A rectangle is a quadrilateral. q : A rectangle is a four-sided shape. r : A rectangle has one acute angle.
"If a rectangle is not a four-sided shape, then it is not a quadrilateral"
~q
~p
p → ~q
q → ~p
Provide the symbols of the compound propositions below. Consider these propositions p : A rectangle is a quadrilateral. q : A rectangle is a four-sided shape. r : A rectangle has one acute angle. "Either a rectangle is a four-sided shape or a quadrilateral, or it has one acute angle."
p ˄ q
p ˅ q
r ˅ q
p → q
Provide the symbols of the compound propositions below. Consider these propositions p : A rectangle is a quadrilateral. q : A rectangle is a four-sided shape. r : A rectangle has one acute angle. "A rectangle is a quadrilateral if and only if it has one acute angle and it is a four-sided shape"
p ↔ (r ˄ q)
p v (r ˄ q)
(p ˄ q) → q
p ↔ q
The simple interest formula is I=Prt. The P represents the principle. The principle is ___________________.
the amount of money borrowed or deposited
the percent interest for his year
the amount taxed
the amount the bank owes you for being a customer at their bank
The simple interest formula is I=Prt. What does the t represent?
Principle
Interest
Time
Percent Rate
If you are calculating the simple interest and you are given the time in months. How can you find the time in years?
divide 12 by the months
divide the months by 12
multiply 12 times the months
change the months to a decimal
The compound interest formula is:
A = P(1 + r)t
What does the A represent?
The amount of interest earned.
The amount of time that has passed.
The total amount of money after a certain amount of time.
The amount required to invest.
What is referred to as a fixed sum of money paid to someone at regular intervals, subject to a fixed compound interest rate?
compound interest
simple interest
annuity
annuity certain
What type of annuity is illustrated when the interest conversion or compounding period is equal or the same as the payment interval?
annuity certain
annuity uncertain
simple annuity
general annuity
What type of annuity is illustrated when the interest conversion or compounding period is unequal or not the same as the payment interval?
annuity certain
annuity uncertain
simple annuity
general annuity
Mr. Lim wants to have another branch for his cellphone repair shop. He decided to apply for a loan that he can use to pay for the rentals of the new branch.
Business Loan
Consumer Loan
Mrs. Alonzo decided to take her family for a vacation. To cover the expenses, she decided to apply for a loan.
Business Loan
Consumer Loan
Which one is a proposition
I need to study more.
Welcome
Everything is great.
Zonguldak is a city of Turkey.
Logic is the study of
the methods and principles of reasoning
the science of reasoning
Mathematical reasoning
All the above
The negation of the statement "All Math teachers are boring" is
No math teachers are boring
Not all math teachers are boring
My math teacher is boring
All math teachers are not boring
Which of the following isTRUE about statement or proposition?
It is a declarative sentence. It is TRUE but can't be FALSE
It is a declarative sentence. It can be both TRUE or FALSE.
It is a declarative sentence. It is neither TRUE or FALSE.
It is a declarative sentence. It is either TRUE or FALSE, but NOT BOTH.
Which statement has a true truth value?
Fish can walk
Chicken has four legs.
Birds can fly.
Shark has two legs.
In proving √5 as irrational, we begin with assumption √5 is rational in which type of proof?
Direct proof
Contrapositive proofs
Vacuous proof
Mathematical Induction
Which of the following can only be used in disproving the statements?
Direct proof
Contrapositive proofs
Counter Example
Mathematical Induction
It is an argument that establishes a true statement.
proof
direct
indirect
methods
By direct proof, we assume that p is __________ and prove that q is true.
true
even
false
odd
In indirect proof, the _______ of the implication "if p then q" is considered.
inverse
transpose
converse
contrapositive
