A loan of Php 2000 is made for a period of 13 months at asimple interestrate of 20%.What is the maturity value?

**2,433.33**Correct

A lot of events happening around us needed mathematical tools to help us in make sound analysis and better decisions.

- Mathematics is indespensible
- Mathematics for Control
**Mathematics for Organization**Correct- Mathematics for Prediction

A man borrowed 10,000 and agrees to pay at the end of 90 days under 8% simple interest rate. What is the required amount?

**10,200**Correct

Accumulate 5,000 for 10 years at 8% compounded quarterly.

**11,040.20**Correct

An investment earns 4% compounded monthly. Find the value of an initial investment of P5,000 after 6 years.

- P6,35371
- 635371
**P635371**Correct- P 635371
- P 6,35371

Annuity where payment is done at the end of the term

- Annuity due
**Ordinary annuity**Correct- Deferred annuity
- Exact annuity

At a certain interest compounded semiannually , 5,000 will amount 20,000 in 10 years .What is the amount at the end of 15 years?

**40,029.72**Correct

Find the interest rate on 6800 for 3 years at 11%simple interest.

**2,244.00**Correct

How long will 1,000 amount to 1,346 if invested at 6% compounded quarterly?

**5 years**Correct

How long will 4,000 to 14,000 at asimple interestrate of 12.5% ?

**20 years**Correct

How long will it take for 500 to accumulate to 2,000 at 12% compounded semi-annually?

**12.9**Correct

How many conversion periods are there for an amount of 1000 compounded quarterly for 5 years

**10**Correct

How much must be invested today in order to have 15,500 in 2 years if money is worth 12%simple interest?

**12,500.00**Correct

If 16,000 earns 480 in 9 months ,what is the annual rate of interest?

**4%**Correct

If money is worth 4% compounded monthly ,what payment at the end of each quarter will replace payments of Php 500.00 monthly

**1,505.00**Correct

In Polygonal Numbers the Geometric shapes associated with numbers for Pentagonal numbers is_______________________.

**n(3n-1)/2**Correct

In Polygonal Numbers the Geometric shapes associated with numbers for square numbers is_______________________.

**n2**Correct

In Polygonal Numbers the Geometric shapes associated with numbers for Triangular numbers is_______________________.

**n(n+1)/2**Correct

It displays a data set by dividing the data into intervals, or, classes, and listing the number of data values that fail into each interval.

- Relative frequency
- Cumulative frequency distribution
**Frequency distribution**Correct- Normal distribution

It displays a data set by dividing the data into intervals, or, classes, and listing the number of data values that fail into each interval.

- Relative frequency
**Frequency distribution**Correct- Normal distribution
- Cumulative frequency distribution

It is a bell-shaped curve that is symmetric when you draw a vertical line through the mean.

- Positively skewed
**Normal**Correct- Skewed
- Kurtic

It is a bell-shaped curve that is symmetric when you draw a vertical line through the mean.

**Normal**Correct

It is a sequence of equal payments made at equal periods

- Interest
- Bond
**Annuity**Correct- Compound interest

It is also referred to as the principle

**Present value**Correct

It is an amount where the borrower is obliged to pay before the bond is surrendered to the borrower.

**Final redemption value**Correct

It is an interest bearing contract which obligates the borrower to make payments of interest and principal on specific dates to the holder of the bond

**bond**Correct- loan
- annuity
- check

It is an interest bearing contract which obligates the borrower to make payments of interest and principal on specific dates to the holder of the bond

**Bond**Correct

It is an interest computed based on the original principal during the whole life of investment

**Simple**Correct

It is an ordered list of numbers called terms that may have repeated values.

- Patterns
- Exponential Growth Model
**Sequence**Correct- Fibonacci Sequence

It is found by assuming each month to be 30 days

**Approximate time**Correct

It is one which payment begin and end at fixed times.

- Contingent Annuity
- Ordinary annuity
- Annuity due
**Annuity certain**Correct

It is one whose payment depend on an event that cannot be foretold accurately.

**Contingent annuity**Correct

It is the numbers in a sequence separated by commas.

**term**Correct- sequence
- non of the above
- conjecture

It is used to convert any formal distribution into the standard normal curve between them.

**Z-score**Correct- Standard deviation
- T-score
- Ratio

It is used to convert any formal distribution into the standard normal curve between them.

**Z-score**Correct

It is very important that once an answer was arrived it must be verified with regards to the given problem. Solutions must ensure that answers are consistent.

**Review the solution**Correct

It refers to a statement that is both universal and conditional which contains some variation of the words "for all" and conditional statements contain versions of the words "if-then".

- Existential Universal Statement
**Universal Conditional Statement**Correct- None of the above
- Universal Existential Statement

It refers to a statement that is universal because its initial part says that a certain property is true for all objects of a given sort, and it is existential because its second part assets the presence of something.

- None of the above
- Universal Conditional Statement
- Existential Universal Statement
**Universal Existential Statement**Correct

It refers to denoting a set by enumerating all of its elements between braces.

- Ordered Pair
- Set-Builder Notation
**Set- Roster Notation**Correct- Subset

It refers to given elements a and b, the symbol (a,b) denotes the ordered pair consisting of a and b noting that a is the first element of the pair b is the second element .Any two ordered pairs (a,b) and (c,d) are said to be equal if and only if, a=c and b=d.

- Set- Roster Notation
- Set-Builder Notation
**Ordered Pair**Correct- Subset

It refers to a statement such that first part assures that a certain object exists and is universal since its second part says that the question fulfills a specific property for everything of a specific kind.

- Universal Conditional Statement
- None of the above
- Universal Existential Statement
**Existential Universal Statement**Correct

It refers to a collection of numbers or values that relate to a particular subject.

**Data set**Correct- sequence
- set
- null

It refers to a collection of numbers or values that relate to a particular subject.

- set
- sequence
**Data set**Correct- null

It refers to a set S and P(x) be a property that elements of S may or may not satisfy. We may define a new set to be the set of all elements x in S such that P(x) is true. The set is denoted as follows:

**Set-Builder Notation**Correct

It refers to a setS andP(x) be a property that elements ofSmay or may not satisfy. We may define a new set to be the set of all elementsxinSsuch thatP(x) is true. The set is denoted as follows: {x∈S|P(x)}

**Set-Builder Notation**Correct

It refers to a statement such that first part assures that a certain object exists and is universal since its second part says that the question fulfills a specific property for everything of a specific kind.

**Existential Universal Statement**Correct

It refers to a statement that is both universal and conditional which contains some variation of the words "for all" and conditional statements contain versions of the words "if-then".

**Universal Conditional Statement**Correct

It refers to a statement that is universal because its initial part says that a certain property is true for all objects of a given sort, and it is existential because its second part assets the presence of something.

**Universal Existential Statement.**Correct

It refers to any two sets denoted by A and B such that every element of A is also an element of B then A is called subset of B, written A =E2=8A=86 B,

- Ordered Pair
- Set-Builder Notation
**Subset**Correct- Cartesian Product

It refers to any two sets denoted by A and B such that every element of A is also an element of B then A is called subset of B, written A ⊆ B,

**Subset**Correct

It refers to any two sets denoted by A and B such that every element of A is also an element of B then A is called subset of B, written A B,

**Subset**Correct

It refers to denoting a set by enumerating all of its elements between braces.

**Set- Roster Notation**Correct

It refers to given elements a and b, the symbol (a,b) denotes the ordered pair consisting of a and b noting that a is the first element of the pair b is the second element .Any two ordered pairs (a,b) and (c,d) are said to be equal if and only if, a=c and b=d.

**Ordered Pair**Correct

It refers to given sets A and B denoted by A x B read as "A cross B" where the set of ordered pairs (a,b) where a is in A and b is in ~

**Cartesian Product**Correct

It refers to given sets A and B denoted by A x B read as "A cross B" where the set of ordered pairs (a,b) where a is in A and b is in B.

**Cartesian Product**Correct- Set-Builder Notation
- Ordered Pair
- Subset

It refers to the bond rate or coupon rate

**Nominal rate**Correct- Present value
- Effective ratel
- Compound value

It refers to the middle number if n is odd /even for a ranked order list of numbers.

**Median**Correct

It refers to the middle number if n is odd for a ranked order list of numbers.

- Mode
- Mean
**Median**Correct- Deviation

It refers to the number that occurs most frequently in a list of numbers.

- Mean
**Mode**Correct- Median
- Deviation

It refers to the sum of the numbers divided by n.

- Median
- Deviation
**Mean**Correct- Mode

It represents the interest earned date or coupon date also referred to as coupon annuity payments

**Periodic payment**Correct- annuity
- bond
- Borrowed principal

Mathematics played a major role in the underpinnings of our world. Logical reasoning and critical thinking skills are required in any endeavor.

- Mathematics for Prediction
- Mathematics for Control
- Mathematics for Organization
**Mathematics is indespensible**Correct

Natural objects and phenomenon behave by the underlying mathematical structure. Interactions and relationships of nature can be best described by mathematical equations

- Mathematics for Prediction
- Mathematics is indespensible
**Mathematics for Control**Correct- Mathematics for Organization

Natural objects and phenomenon behave by the underlying mathematical structure. Interactions and relationships of nature can be best described by mathematical equations

**Mathematics for Control**Correct

Population growth and bacterial decay can be modeled by the exponential growth or decay formula.

- Patterns
**Exponential Growth Model**Correct- Sequence
- Fibonacci Sequence

Population growth and bacterial decay can be modeled by the exponential growth or decay formula __________________.

- n(n+1)/2
- A=Pn2
- n2
**A=Pert**Correct

Population growth and bacterial decay can be modeled by the exponential growth or decay formula.

**Exponential Growth Model**Correct

Successful problems solvers uses a variety of techniques when they attempt to solve a problem. The following techniques are most useful:

**Devise a plan**Correct

The actual number of days between May 4 and Sept 6 of the same year is

**125**Correct

The actual time in days from May 1 to Dec 15 of the same year is

**228**Correct

The compound amount when 2,000 is invested at 10% compounded every 6 months for 2 years.

**2,431.01**Correct

The exactsimple intereston 5,000 for the period of January 15 to November 28,1992 if the interest rate is 22%

**955.74**Correct

The interest computed on the basis of a 360-day year

**Ordinary interest**Correct

The largest interest can be obtained when compounded.

**Monthly**Correct

The line that minimizes the sum of the squares of the vertical deviations from each data point to the line is referred to as the least-squares regression line, or least- squares line for

- Regression line
**Least-squares regression line**Correct- Random line
- Least regression line

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