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Is science and the study of quality, structure, space and change that mathematicians formulate new conjectures, and establish truth through rigorous inference.
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: { x ∈ S|P(x)}
What do you call the type of correlation when the value of one variable increases with respect to another?
It is used to convert any formal distribution into the standard normal curve between them.
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
What do you call the single value that attempts to describe a set of data by identifying the central position within that set of data?
What do you call the technique used to model the dependency of one dependent variable upon one independent variable?
To make predictions mathematical models can generate analysis and interpretation using existing data.
The mode for the data in #5 is
Sunshine holds two part-time jobs, Job 1 and Job 2. She never wants to work 56 hours a week. If Sunshine makes $99.13 an hour at Job 1, and $56.37 an hour at Job 2, how many hours should she work per week at each job to maximize her income? (10pts)
Suppose that a marketing firm conducts a survey of 1,000 households, determine the average number of TVs each household owns.
In Polygonal Numbers the Geometric shapes associated with numbers for square numbers is_______________________.
Find the median from a set of numbers divisible by 5 from 1 to 50. (5pts)
Find the quartiles (Q1, Q2, Q3) of the data set shown below: (10pts)
It is one which payment begin and end at fixed times.
Sunshine holds two part-time jobs, Job 1 and Job 2. She never wants to work 56 hours a week. If Sunshine makes $99.13 an hour at Job 1, and $56.37 an hour at Job 2, how many hours should she work per week at each job to maximize her income?
These are regular, repeated or recurring forms or designs which are commonly observed in natural objects such as six-fold symmetry of snowflakes, hexagonal structure and formation of honeycombs, tiger's stripes and hyena's spots.
It is found by assuming each month to be 30 days
The actual time in days from May 1 to Dec 15 of the same year is
The largest interest can be obtained when compounded
It refers to the sum of the numbers divided by n.
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.
How many of your batchmates have you surpassed if your graduation rank in high school is 56th percentile out of 2136 students? (5pts)
The compound amount when 2,000 is invested at 10% compounded every 6 months for 2 years.
The process of determining the current value of a bond
It refers to the bond rate or coupon rate
Population growth and bacterial decay can be modeled by the exponential growth or decay formula.
The sum of a two-digit number's digits is 11. When the digits are swapped, the resulting number is 45 less than the original. Find the original number.
The sum of a two-digit number's digits is 11. When the digits are swapped, the resulting number is 45 less than the original. Find the original number. (5pts)
The largest interest can be obtained when compounded.
Find the interest rate on 6800 for 3 years at 11% simple interest .
It is a connective that results to FALSE only when the antecedent is true and the component is false.
Find the present value of an ordinary annuity which has payments of $19157.64 per year for 24 years at 12.34 % compounded quarterly.
Find the final output of this proposition (((P ∨ Q) → (R ∧ S)) ↔ ¬(¬T ↔ Q)).
In a linear programming problem, it is the maximal value for profit.
The present worth of 20,000 with simple interest of 12% due in 9 months is
It is an amount where the borrower is obliged to pay before the bond is surrendered to the borrower.
The number of days from April 12,2002 to October 25,2003 using actual time is
The most aesthetically pleasing proportion the ______________is approximated by the ratios of the Fibonacci numbers.
Find the Pearson product-moment correlation coefficient of the data set shown below: (10pts)
This sequence is formed by adding the the preceeding two numbers, starting with 0 and 1.
Find the Pearson product-moment correlation coefficient of the data set shown below:
Find the median from a set of numbers divisible by 5 from 1 to 50
What do you call the method developed to help solve large, real-world linear programming problems?
It is an interest computed based on the original principal and the accumulated past interest.
It is the numbers in a sequence separated by commas.
The mean for data set: 10,12,15,16 ,8, 7 is
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.
To be able to solve a problem, understanding what the problem asks for is very important.
The maturity value of a loan of Php 10,000 and interest half of the principal
Two functions are said to be equal if and only they have the same set of ordered pairs (x,y).
It refers to the number that occurs most frequently in a list of numbers.
Ayaka scored the following on his mathematics tests: 60 ,75 ,80 ,75 ,70 ,90 , 91 ,84 ,61 ,75. What is the standard deviation of her test scores?
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 ~
Natural objects and phenomenon behave by the underlying mathematical structure. Interactions and relationships of nature can be best described by mathematical equations
John wants to apply for a loan, with a Present Annuity due value of $3,500,568.78 from a bank that charges 14.28 % interest per annum, compounded monthly. If he can only be able to pay back $43,367.21 per annum at the beginning of each year, When will John fully pay all of his debt to the bank?
Ayaka is 12 years older than Joshua. Five years ago, the sum of their ages was 28. How old are they now?
Find the variance of [6 ,7 ,10 ,11 ,12 ,13 ,16 ,18 ,25].
How many of your batchmates have you surpassed if your graduation rank in high school is 56th percentile out of 2136 students?
The type of reasoning where a conclusion is made by means of specific examples.
Accumulate 5,000 for 10 years at 8% compounded quarterly.
49. It is one whose payment depend on an event that cannot be foretold accurately.
It is a sequence of equal payments made at equal periods
When two sets form a collection of ordered pairs of (x,y) each of which coming from each set then it is said that x R y.
A lot of events happening around us needed mathematical tools to help us in make sound analysis and better decisions.
It is a bell-shaped curve that is symmetric when you draw a vertical line through the mean.
It is the region which consists of all possible solution choices for a particular problem
The time between successive interest computation
What is the present worth of a Php 1000 annuity over a 10-year period if interest rate is 8%?
It is one whose payment depend on an event that cannot be foretold accurately.
Successful problems solvers uses a variety of techniques when they attempt to solve a problem. The following techniques are most useful
It is an ordered list of numbers called terms that may have repeated values.
Annuity where payment is done at the end of the term
If 16,000 earns 480 in 9 months ,what is the annual rate of interest?
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.
It represents the interest earned date or coupon date also referred to as coupon annuity payments
It is a policy that gives you the optimal number of each product to produce.
Successful problems solvers uses a variety of techniques when they attempt to solve a problem. The following techniques are most useful:
It is an interest computed based on the original principal during the whole life of investment
What is the annual rate of interest if 265 is earned in four months on an investment of 15,000.00?
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,
In Polygonal Numbers the Geometric shapes associated with numbers for Triangular numbers is_______________________.
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
The exact simple interest on 5,000 for the period of January 15 to November 28,1992 if the interest rate is 22%
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?
In Polygonal Numbers the Geometric shapes associated with numbers for Pentagonal numbers is_______________________.
The total amount the borrower would need to repay a loan
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.
The type of reasoning where a conclusion is made by applying assumptions, procedures or principles.
Identify which of the statements shown below is NOT an Essential of Linear Programming Models.
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,
Which is regarded as an annuity?
What kind of correlation shows no linear dependence or no relation between the two variables?
What rate compounded annually will double any sum in 6 years?
Once a plan has been devised it must be carried out.
How long will it take for 500 to accumulate to 2,000 at 12% compounded semi-annually?
When two quantities x and y are related so that for some range of values of x the value of y is determined by that of x then we say that y is a function (f) of x.
How long will 1,000 amount to 1,346 if invested at 6% compounded quarterly?
It refers to the middle number if n is odd for a ranked order list of numbers.
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?
Which covers the longest time?
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.
If money is worth 4% compounded monthly ,what payment at the end of each quarter will replace payments of Php 500.00 monthly
Ayaka scored the following on his mathematics tests: 60 ,75 ,80 ,75 ,70 ,90 , 91 ,84 ,61 ,75. What is the standard deviation of her test scores? Round off your answer to the nearest tenths.
Where the monthly e-commerce sales is Y and online advertising costs X. Note: Round off your answers to two decimal places. No spaces in between characters. Example format for the Final answer: y=36.11x+23.22
How much must be invested today in order to have 15,500 in 2 years if money is worth 12% simple interest?
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 ~ Set- Roster Notation ~ Subset ~ Ordered Pair }
The mean for data set: 10,12,15,16.,8, 7 is
Who established and developed Linear Programming?
Population growth and bacterial decay can be modeled by the exponential growth or decay formula __________________.
How long will 4,000 to 14,000 at a simple interest rate of 12.5% ?
Given this ISBN, 978073342609x. Find the check digit x?
The interest computed on the basis of a 360-day year
What kind of annuity whose payment depend on an event that cannot be foretold accurately.
Ayaka is 12 years older than Joshua. Five years ago, the sum of their ages was 28. How old are they now? (6pts)
The actual number of days between May 4 and Sept 6 of the same year is
A loan of Php 2000 is made for a period of 13 months at a simple interest rate of 20%.What is the maturity value?
In how many years will $ 21,136.18 amount to $ 75,514.55 at 27.54 % per annum when compounded quarterly?
It refers to the middle number if n is odd /even for a ranked order list of numbers.
What rate compounded quarterly is equivalent to 14% compounded semiannually?
Mathematics played a major role in the underpinnings of our world. Logical reasoning and critical thinking skills are required in any endeavor.
Given this UPC number 61414x000036, find the 6th digit x.
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".
The median for the data in #5 is
It refers to denoting a set by enumerating all of its elements between braces.
In an exam, students in a class scored as follows:
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.
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
What do you call the measure of the strength of a linear association between two variables and is denoted by r?
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.
How many conversion periods are there for an amount of 1000 compounded quarterly for 5 years
It refers to a system of arithmetic for integers, which considers the remainder.
Find the quartiles (Q1, Q2, Q3) of the data set shown below:
It is also referred to as the principal
Suppose that a marketing firm conducts a survey of 1,000 households, determine the average number of TVs each household owns. (5pts)
It refers to a collection of numbers or values that relate to a particular subject.
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