finals ppp Flashcards

1
Q

Method of organizing, summarizing. and presenting data in the form which will make them easier to analyze and interpret.

A
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2
Q

In this branch of statistics, the goal is to describe the data.

A

Descriptive Statistics

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3
Q

Data organized into groups like categories or classification

A

Grouped Data

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4
Q

A set or array of things or observation that has not undergone any classification.

A

Ungrouped Data

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5
Q

This correlation includes and regression analysis

A

Inferential Statistics

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6
Q

Mean

A

x)-

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7
Q

Median

A

(x( ~

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8
Q

Mode

A

(x)

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9
Q

To find the mean of the ungrouped data, use the formula

A
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10
Q

mean

A
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11
Q

summation of all data

A
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12
Q

number of cases/data

A
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13
Q

Types of Mode

A

No mode - no mode

  1. Unimodal - 1 mode
  2. Bimodal- 2 modes
  3. Trimodal - 3 modes
  4. Multimodal 4 or more modes
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14
Q

Mean formula

A
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15
Q

Where f

A

frenquency

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16
Q

= midpoint of the class interval
= total number of

observations

A

x .n

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17
Q

The formula for finding the median of grouped data:

A
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18
Q

LBMd

A

Lower class Boundary and containing the median class

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19
Q

<cf

A

less than cummulative preceding the median class

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20
Q

fMd

A

frequency of the class interval and containg the median class

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21
Q

i

A

class interval

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22
Q

Total number of frequencies

A

n

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23
Q

Mode formula

A
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24
Q

Mo

A

Mode

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25
Q

f mo =

A

Frequency of the modal class

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26
Q

LB mo =

A

Lower class boundary containing the modal class

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27
Q

f_{1} =

A

Frequency of the class boundary before the modal class

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28
Q

f2

A

Frequency of the class boundary after the modal class

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29
Q

Class size

A

i

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30
Q

The interval between the highest and the lowest score. The range is a measure of variability or scatteredness of the observations among themselves and does not give an idea about the spread of the observations around some central value

31
Q

The average of the absolute deviation of the individual score from the mean of the entire set of data.

A

Mean Absolute Deviation

32
Q

The square distance from the mean

33
Q

The positive square root of the variance.

A

Standard. Variance

34
Q

The formula for finding the range is

35
Q

is a way to explain data variability. It lets one get a sense of how “spread around” the values in a data collection. The larger the MAD, the greater the variability of the data.

A

Median Absolute Deviation

36
Q

Mean Absolute Deviation formula

37
Q

Measures the average

py. degree to which each point deffers from the mean

38
Q

Helps us understand how spread out the data set

39
Q

High SD numbers are far from the mean

A

Heterogenous

40
Q

Low SD - data are close to the average

A

Homogenous

41
Q

UBHC

A

Upper boundary limit of the highest- class interval

42
Q

LBLC

A

Lower boundary limit of the lowest class interval

43
Q

• Compute Simple interest;

• Determine the Future Value or Maturity Value

• Solve for the term of the loan given the wanted interest amount, rate and principal amount;

• Find the interest rate needed for the desired amount of principal, interest and term of loan.

A

Simple Interest

44
Q

the capital or sum of money borrowed or invested.

45
Q

the payment for the use of borrowed money or the amount earned on money invested.

46
Q

This is the fractional part of the principal that is paid on the loan or investment, which is usually expressed as percent.

A

Rate of interest

47
Q

The number of years for which the money is borrowed or invested.

A

Time or Term

48
Q

The sum composed of the principal and the interest accumulated over a certain period of time.

A

Future Value or Maturity Value

49
Q

only common for extremely short-term loans. For longer term loans, it is common for interest to be paid on a daily, monthly, quarterly, or annual basis. In that case, interest would be earned regularly

A

One-time simple interest

50
Q

are essentially a loan made to the bond issuer (a company or government) by you, the bond holder. In return for the loan, the issuer agrees to pay interest, often annually. Bonds have a maturity date, at which time the issuer pays back the original bond value.

51
Q

Very few banks today pay interest based on the simple interest formula. Instead, they pay interest by using a principle called

A

compounding

52
Q

The difference between simple and compound interest is this: Simple interest grows slowly, compounding speeds up the process.

53
Q

is when your principle and any earned interest both earn interest

A

Compound Interest

54
Q

is interest on the principle amount.

A

Simple Interest

55
Q

n = 1

56
Q

n = 2

A

semi annual

57
Q

n = 4

58
Q

n = 12

59
Q

n = 52

60
Q

n = 365

61
Q

usually identified as the single most important skill to be possessed by a college graduate, irrespective of one’s major.

A

,Critical reasoning ability

62
Q

is a declarative sentence that has truth value.

A

Statement or proposition

63
Q

that, when we hear or read the sentence, it makes sense to ask whether the sentence is true or false.

A

truth value

64
Q

Let p be any statement.

The negation of p, denoted

~p

is another statement that is logically opposite to p.

This means that -p will always be opposite in truth value to p.

A

negotations

65
Q

is a device that allows us to analyze and compare compound logic statements.

A

truth table

66
Q

Let p, q be any statements. Their conjunction is the compound statement having the form

“p and q.” This is denoted p q

In order for a conjunction to be true, both terms

must be true

A

conjunctions

67
Q

Let p, q be any statements. Their disjunction is the compound statement having the form

“p or q.” This is denoted p V q

In order for a disjunction to be true, at least one of the two terms must be true.

A disjunction is false only in the case where both terms

are false.

A

disjunction

68
Q

Let P and Q be statements. The statements “ if P then Q” is called an implication or condition.

The implication “if P then Q” is written Pa Q

P is called the hypothesis, Q is called the conclusion

Truth Table of Implication

A

implication

69
Q

Let P and Q be statements. The statement “P if and only if Q” is called the bi-implication or biconditional of P and Q

The biconditional “P if and only if Q” is written PQ

“P if and only if Q”

70
Q

is a proposition that is true under all circumstances.

71
Q

is a proposition that is always false

A

contradiction

72
Q

it is proposition form that is neither tautology nor contradiction.

A

Contingency

73
Q

is a sentence that combines multiple simple propositions using cormectives like “and”, “or”, “if and only if”, or “although”. Compound propositions are also luowen as molecular propositions.

A

Compound Proposition

74
Q

senterice is a statement that provides information or expresses a fact. it is the most common type of senterice used to convey a point, and it always ends with a period (“.”). Declarative sentences can either be true or false depending on the information they convey.

A

Declarative Sentence