kmok1/eng_tswang · Datasets at Hugging Face

id int64 1 104	translation/en stringlengths 16 167	translation/tswang stringlengths 16 144 ⌀
1	discreet or ungrouped data is the kind of data that is not organized	discreet or ungrouped data e raya gore data e e sa phuthiwang ka lenaneo le le rileng
2	you must ensure that you can identify the maximum and minimum values in your data	you must ensure that you can identify palo e e fetang tse tsotlhe le palo e e nnye mo go tsona tse tsotlhe in your data
3	the median is found in between the maximum and minimum values in your data	the median is found mo gare ga the maximum and minimum values in your data
4	to find the average or the mean in the ungrouped data you have to sum all the values and divide them by the total number of the x values	to find the average in the ungrouped data o tshwanetse go tlhakanya the x values in your data e be o di aroganya ka the total number of x values
5	to find the range of your data you must subtract the minimum value from the maximum value	to find the range of your data o tshwanetse ke go ntsha the minimum value from the maximum value
6	mode refers to the number that appears the most often in your data	mode refers to the number e e ipoeletsang go feta tse dingwe in your data
7	if there is an odd number of numbers then the median is included in the data	if there is an odd number of numbers then the median e teng in the data.
8	Recall that odd numbers cannot be completely divided by two	Recall that odd numbers ke dipalo tse o ka se di kgaoganyeng ka two go sa sale sepe
9	if there is an even number of numbers then the median is excluded in the data	if there is an even number of numbers then the median gaeyo in the data
10	Recall that even numbers can be divided by two with a zero remainder	Recall that even numbers can be divided by two e sa tlogele remainder
11	if you are given data in a question you must first check if it was arranged in ascending order from the smallest to the biggest.	if you are given data in a question you must first check if it was arranged in ascending order from e e nnye to e e tona go feta tse dingwe
12	given data identify the minimum and maximum values in the data	given data batla the minimum and maximum values in the data
13	if you divide data that is in increasing order into four equal parts the value found under the first quarter of the data is known as the lower quartile	ga o ka kgaoganya data gane go lekana the value found under the first quarter of the data is known as the lower quartile
14	to get the inter quartile range we subtract the lower quartile from the upper quartile	o tshwanetse go ntsha lower quartile range from the upper quartile range ga o batla the inter quartile range
15	the five number summary is given by five numbers	the five number summary ya itlhalosa ke di number tse tlhano
16	make sure that you use an equal scale while drawing your number line otherwise you will not be able to correctly determine the skewness of your box and whisker diagram	make sure that scale se a lekana while drawing your number line otherwise ga o bona gore box and whisker diagram ya gago e sekametse kae.
17	recall that the mean is always in the middle of the box	the mean is always mogare ga box
18	if the median is less than the mean the data inside the box and whisker diagram is positively skewed	the data inside the box and whisker diagram is positively skewed ga e le gore median e nnyane mo mean
19	if the median is greater than the mean the data inside the box and whisker diagram is negatively skewed	the data inside the box and whisker diagram is negatively skewed ga e le gore median e feta mean
20	when the mean is equal to the median your box and whisker diagram is symmetrical	ga mean e lekana le median your box and whisker diagram is symmetrical
21	determine the skewness of the data means that you should find the relationship between the mean and the median	determine the skewness of the data e raya gore tshwanetse o batle relationship between the mean and the median
22	how is the data distributed explain	explain gore data e phatlhaladitswe yang describe whether it is positively or negatively skewed or is it symmetrical
23	trigonometry in two d is all about finding sides and angles using trig ratios	trigonometry in two d is all about go batla matlhakore le di angles using trig ratios
24	when we want to find the length of a side	when we want go bona botelle ba a side
25	hypotenuse is the longest side of a right angled triangle which is the side opposite the right angle	hypotenuse ke side e e telle go phala the rest mo right angled triangle e bile e lebagane le the right angle
26	the first step to solving trig ratio problems is to determine where the angle is located	step sa ntlha to solving trig ratio problems ke go tlhola gore angle e e batliwang e fo kae
27	as long as a triangle has a ninety degree angle it is a right angle triangle	as long as a triangle e nale ninety degree it is a right angle triangle
28	we want to get rid of this fraction	re batla go latlha this fraction
29	how to find the angle	angle re e bona yang
30	a trigonometry question will either be calculate the length or calculate an angle	potso ya trigonometry will either be batla the length of batla an angle
31	draw an arrow that is pointing towards ninety degrees	draw an arrow e e supang ninety degrees
32	when you find an angle they will give you two sides	when you find an angle ba tlo go fa matlhakore a mabedi
33	for sides they will give you one angle and one side	for matlhakore they will give you one angle le letlhakore le le one
34	which trigonometry ratio deals with opposite over adjacent	ke trigonmetry ratio e feng that deals with opposite over adjacent
35	the important thing is to choose the correct trigonometry ratio	se se botlhokwa ke go tlhopha the correct trigonometry ratio
36	recall that perpendicular lines are lines that intersect at a ninety degrees angle	recall that perpendicular lines are lines tse di kopanang ka angle ya ninety degrees
37	i must get the length of ab and the length of dd and add them to get the length of ac	i must get the length of ab and the length of dd e be ke di tlhakanya to get the length of ac
38	the statement says that the angle at a1 is equal to the angle at a2 is equal to the angle at a3	the statement says that the angle at a1 the angle at a2 and the angle at a3 di a lekana
39	lets persevere guys	a re itshokeng guys
40	write to impress	kwala to impress
41	which trig ratio deals with opposite over hypotenuse	ke trig ratio e feng that deals with opposite over hypotenuse
42	this is the angle we are going to use	ke yona angle e re tlileng go e dirisa
43	for us to get the length of ab we are forced to get the length of ad	gore re bone length ya ab re pateletshega to get the length of ad
44	what does the opposite side give us	opposite side e re fa bo kae
45	which trig ratio deals with adjacent over hypotenuse	ke trig ratio e feng that deals with adjacent over hypotenuse
46	guys round off your answers	guys round off dikarabo tsa lona
47	calculate the distance between two boats	calculate the distance between dikepe tse pedi
48	the two dimension questions are easy	dipotso tsa two dimension questions di bonolo
49	calculate the distance on the ground from b to the center of the base of the pyramid indicated at c	calculate the distance mo lefatsheng from b to the center of the base of the pyramid indicated at c
50	if you didnt start here then your answer is wrong	ga o sa simolola fa then your answer is wrong
51	which trig ratio deals with opposite over adjacent	ke trig ratio e feng that deals with opposite over adjacent
52	what does the adjacent side give us	adjacent side e re fa bo kae
53	that is our distance	distance ya rona ke eo
54	its important to know where you start	go botlhokwa to know where to start
55	if the line of sight is upward from the horizontal line then the angle formed is an angle of elevation	if the line of sight e kwa go dimo from the horizontal line then the angle formed is an angle of elevation
56	what is the angle of elevation using the calculator	angle of elevation ke bo kae fa o dirisa calculator
57	probability deals with outcomes that may or may not happen	probability deals with ditlamorago tse di ka diragalang kgotsa tse di ka se diragaleng
58	the probability that tomorrow is tuesday is zero	the probability that kamoso ke labobedi is zero
59	if its zero then it means its impossible	if its zero then it means ga go kgonagale
60	probability answers will be between zero and one	dikarabo tsa probability di between zero and one
61	if your answer is more than one then its wrong	ga e le gore karabo ya gago is more than one then e wrong
62	probability can be expressed in the forms of fraction decimal and percentage	probability e bonagala in the forms of fraction decimal and percentage
63	the purpose of an experiment is to find out the possible outcomes	mosola wa an experiment ke go batla the possible outcomes
64	we expect different outcomes from an experiment	we expect outcomes tse di farologaneng from an experiment
65	this two rand has a head and a tail	two rand e e nale tlhogo le mogatla
66	experiment is a man made or natural occurrence	experiment ke tiragalo e itiretsweng or ya tlhago
67	an event is a collection of outcomes that satisfies a certain condition	an event ke collection ya ditlamorago that satisfy a certain condition
68	a six sided dice	dice e e nale matlhakore a le six
69	after rolling a dice i want it to land on an even number	after rolling a dice ke batla gore e eme on an even number
70	how many numbers do you have in an event	go nale di number tsa kae in an event
71	how many numbers do you have in a sample space	go nale di number tsa kae in a sample space
72	what is interesting is the event happening	what is interesting ke tiragalo e e diragalang
73	when the question says that express your answer as a percentage then you take the answer and multiply it by hundred	ga question e re express your answer as a percentage then o tsaya karabo ya gago and multiply it ka hundred
74	you must approach these questions from simple to complex	you must approach these questions from simple to e e thata
75	a coin that is tossed has two possible outcomes	coin e e latlhetsweng kwa godimo e be e wela fatshe has two possible outcomes
76	what is the probability of getting a tail when a coin is tossed	what is the probability of go bona mogatla when a coin is tossed
77	the probability of getting the number six is the total number of times the number six appears on the dice over the total number of outcomes in the sample space	null
78	how many times does the number six appear on the dice	number six e tlhagelela ga kae in this dice
79	there is a 17 percent chance that the dice will land on the number six after rolling it	there is a 17 percent chance that the dice will land on the number six ga e sena go pitikologa
80	a coin is tossed what is the probability of getting a tail	a coin e e latlhelwang kwa godimo what is the probability of getting a tail
81	you have to find your sample space first	o tshwanetse go batla your sample space pele
82	I have two things in my sample space head and tail	ke nale dilo tse pedi on my sample space a tail and a head
83	for my event I am looking for a tail	for my event ke batla tail
84	the probability of an event happening is equal to the total number of the event over the number of the total sample space	the probability ya gore go nne le tiragalo e e rileng e lekana le the total number of tiragalo eo over the number of the total sample space
85	what is the probability of getting heads twice	what is the probability of getting heads gabedi
86	determine the probability of taking out at random the letter e from the word excellence	determine the probability ya go ntsha tlhaka ya e at random from lefoko excellence
87	the letters of the word excellence are written on different cards	ditlhaka tsa lefoko excellence di kwadilwe on different cards
88	determine the probability of taking out at random the letter x or the letter c from the word excellence	determine the probability ya go ntsha tlhaka ya x kgotsa tlhaka ya c at random from lefoko excellence
89	there are two events in the question the first is to take out the letter x and the second one is to take out the letter c	there are two events in the question the first ke go ntsha the letter x and the second one ke go ntsha the letter c
90	our total sample space is ten since the number of letters in the word excellence is equal to ten	our total sample space is ten since the word excellence e nale ditlhaka di le ten
91	zero comma three can also be written as thirty percent	zero comma three e kgona go kwalwa gape as thirty percent
92	suppose that the letter n is taken out of the box with the letters that make up the word excellence	suppose that tlhaka ya n e ntshitswe out of the box e e naleng ditlhaka that make up the word excellence
93	write down the event and the sample space each time you get this type of problem	o kwale the event le sample space each time o bona this type of problem
94	let a be the event on which the dice lands on an even number	let a be the event e dice e emang on an even number
95	draw a venn diagram showing the sample space or the outcome	draw a venn diagram e e bontshang the sample space or the outcome
96	this means that the sample space should include all the events	this means that the sample space tshwanetse e akaretse all the events
97	draw a venn diagram that includes the probabilities	draw a venn diagram e e naleng the probabilities
98	we want the sample space for event a	re batla the sample space ya event a
99	the factors of nine are numbers that divide exactly into the number nine without leaving a remainder	factors tsa nine ke dipalo that divide exactly into the number nine without leaving a remainder
100	list the items in a set form	kwala the items in a set form

1

discreet or ungrouped data is the kind of data that is not organized

discreet or ungrouped data e raya gore data e e sa phuthiwang ka lenaneo le le rileng

2

you must ensure that you can identify the maximum and minimum values in your data

you must ensure that you can identify palo e e fetang tse tsotlhe le palo e e nnye mo go tsona tse tsotlhe in your data

3

the median is found in between the maximum and minimum values in your data

the median is found mo gare ga the maximum and minimum values in your data

4

to find the average or the mean in the ungrouped data you have to sum all the values and divide them by the total number of the x values

to find the average in the ungrouped data o tshwanetse go tlhakanya the x values in your data e be o di aroganya ka the total number of x values

5

to find the range of your data you must subtract the minimum value from the maximum value

to find the range of your data o tshwanetse ke go ntsha the minimum value from the maximum value

6

mode refers to the number that appears the most often in your data

mode refers to the number e e ipoeletsang go feta tse dingwe in your data

7

if there is an odd number of numbers then the median is included in the data

if there is an odd number of numbers then the median e teng in the data.

8

Recall that odd numbers cannot be completely divided by two

Recall that odd numbers ke dipalo tse o ka se di kgaoganyeng ka two go sa sale sepe

9

if there is an even number of numbers then the median is excluded in the data

if there is an even number of numbers then the median gaeyo in the data

10

Recall that even numbers can be divided by two with a zero remainder

Recall that even numbers can be divided by two e sa tlogele remainder

11

if you are given data in a question you must first check if it was arranged in ascending order from the smallest to the biggest.

if you are given data in a question you must first check if it was arranged in ascending order from e e nnye to e e tona go feta tse dingwe

12

given data identify the minimum and maximum values in the data

given data batla the minimum and maximum values in the data

13

if you divide data that is in increasing order into four equal parts the value found under the first quarter of the data is known as the lower quartile

ga o ka kgaoganya data gane go lekana the value found under the first quarter of the data is known as the lower quartile

14

to get the inter quartile range we subtract the lower quartile from the upper quartile

o tshwanetse go ntsha lower quartile range from the upper quartile range ga o batla the inter quartile range

15

the five number summary is given by five numbers

the five number summary ya itlhalosa ke di number tse tlhano

16

make sure that you use an equal scale while drawing your number line otherwise you will not be able to correctly determine the skewness of your box and whisker diagram

make sure that scale se a lekana while drawing your number line otherwise ga o bona gore box and whisker diagram ya gago e sekametse kae.

17

recall that the mean is always in the middle of the box

the mean is always mogare ga box

18

if the median is less than the mean the data inside the box and whisker diagram is positively skewed

the data inside the box and whisker diagram is positively skewed ga e le gore median e nnyane mo mean

19

if the median is greater than the mean the data inside the box and whisker diagram is negatively skewed

the data inside the box and whisker diagram is negatively skewed ga e le gore median e feta mean

20

when the mean is equal to the median your box and whisker diagram is symmetrical

ga mean e lekana le median your box and whisker diagram is symmetrical

21

determine the skewness of the data means that you should find the relationship between the mean and the median

determine the skewness of the data e raya gore tshwanetse o batle relationship between the mean and the median

22

how is the data distributed explain

explain gore data e phatlhaladitswe yang describe whether it is positively or negatively skewed or is it symmetrical

23

trigonometry in two d is all about finding sides and angles using trig ratios

trigonometry in two d is all about go batla matlhakore le di angles using trig ratios

24

when we want to find the length of a side

when we want go bona botelle ba a side

25

hypotenuse is the longest side of a right angled triangle which is the side opposite the right angle

hypotenuse ke side e e telle go phala the rest mo right angled triangle e bile e lebagane le the right angle

26

the first step to solving trig ratio problems is to determine where the angle is located

step sa ntlha to solving trig ratio problems ke go tlhola gore angle e e batliwang e fo kae

27

as long as a triangle has a ninety degree angle it is a right angle triangle

as long as a triangle e nale ninety degree it is a right angle triangle

28

we want to get rid of this fraction

re batla go latlha this fraction

29

how to find the angle

angle re e bona yang

30

a trigonometry question will either be calculate the length or calculate an angle

potso ya trigonometry will either be batla the length of batla an angle

31

draw an arrow that is pointing towards ninety degrees

draw an arrow e e supang ninety degrees

32

when you find an angle they will give you two sides

when you find an angle ba tlo go fa matlhakore a mabedi

33

for sides they will give you one angle and one side

for matlhakore they will give you one angle le letlhakore le le one

34

which trigonometry ratio deals with opposite over adjacent

ke trigonmetry ratio e feng that deals with opposite over adjacent

35

the important thing is to choose the correct trigonometry ratio

se se botlhokwa ke go tlhopha the correct trigonometry ratio

36

recall that perpendicular lines are lines that intersect at a ninety degrees angle

recall that perpendicular lines are lines tse di kopanang ka angle ya ninety degrees

37

i must get the length of ab and the length of dd and add them to get the length of ac

i must get the length of ab and the length of dd e be ke di tlhakanya to get the length of ac

38

the statement says that the angle at a1 is equal to the angle at a2 is equal to the angle at a3

the statement says that the angle at a1 the angle at a2 and the angle at a3 di a lekana

39

lets persevere guys

a re itshokeng guys

40

write to impress

kwala to impress

41

which trig ratio deals with opposite over hypotenuse

ke trig ratio e feng that deals with opposite over hypotenuse

42

this is the angle we are going to use

ke yona angle e re tlileng go e dirisa

43

for us to get the length of ab we are forced to get the length of ad

gore re bone length ya ab re pateletshega to get the length of ad

44

what does the opposite side give us

opposite side e re fa bo kae

45

which trig ratio deals with adjacent over hypotenuse

ke trig ratio e feng that deals with adjacent over hypotenuse

46

guys round off your answers

guys round off dikarabo tsa lona

47

calculate the distance between two boats

calculate the distance between dikepe tse pedi

48

the two dimension questions are easy

dipotso tsa two dimension questions di bonolo

49

calculate the distance on the ground from b to the center of the base of the pyramid indicated at c

calculate the distance mo lefatsheng from b to the center of the base of the pyramid indicated at c

50

if you didnt start here then your answer is wrong

ga o sa simolola fa then your answer is wrong

51

which trig ratio deals with opposite over adjacent

ke trig ratio e feng that deals with opposite over adjacent

52

what does the adjacent side give us

adjacent side e re fa bo kae

53

that is our distance

distance ya rona ke eo

54

its important to know where you start

go botlhokwa to know where to start

55

if the line of sight is upward from the horizontal line then the angle formed is an angle of elevation

if the line of sight e kwa go dimo from the horizontal line then the angle formed is an angle of elevation

56

what is the angle of elevation using the calculator

angle of elevation ke bo kae fa o dirisa calculator

57

probability deals with outcomes that may or may not happen

probability deals with ditlamorago tse di ka diragalang kgotsa tse di ka se diragaleng

58

the probability that tomorrow is tuesday is zero

the probability that kamoso ke labobedi is zero

59

if its zero then it means its impossible

if its zero then it means ga go kgonagale

60

probability answers will be between zero and one

dikarabo tsa probability di between zero and one

61

if your answer is more than one then its wrong

ga e le gore karabo ya gago is more than one then e wrong

62

probability can be expressed in the forms of fraction decimal and percentage

probability e bonagala in the forms of fraction decimal and percentage

63

the purpose of an experiment is to find out the possible outcomes

mosola wa an experiment ke go batla the possible outcomes

64

we expect different outcomes from an experiment

we expect outcomes tse di farologaneng from an experiment

65

this two rand has a head and a tail

two rand e e nale tlhogo le mogatla

66

experiment is a man made or natural occurrence

experiment ke tiragalo e itiretsweng or ya tlhago

67

an event is a collection of outcomes that satisfies a certain condition

an event ke collection ya ditlamorago that satisfy a certain condition

68

a six sided dice

dice e e nale matlhakore a le six

69

after rolling a dice i want it to land on an even number

after rolling a dice ke batla gore e eme on an even number

70

how many numbers do you have in an event

go nale di number tsa kae in an event

71

how many numbers do you have in a sample space

go nale di number tsa kae in a sample space

72

what is interesting is the event happening

what is interesting ke tiragalo e e diragalang

73

when the question says that express your answer as a percentage then you take the answer and multiply it by hundred

ga question e re express your answer as a percentage then o tsaya karabo ya gago and multiply it ka hundred

74

you must approach these questions from simple to complex

you must approach these questions from simple to e e thata

75

a coin that is tossed has two possible outcomes

coin e e latlhetsweng kwa godimo e be e wela fatshe has two possible outcomes

76

what is the probability of getting a tail when a coin is tossed

what is the probability of go bona mogatla when a coin is tossed

77

the probability of getting the number six is the total number of times the number six appears on the dice over the total number of outcomes in the sample space

null

78

how many times does the number six appear on the dice

number six e tlhagelela ga kae in this dice

79

there is a 17 percent chance that the dice will land on the number six after rolling it

there is a 17 percent chance that the dice will land on the number six ga e sena go pitikologa

80

a coin is tossed what is the probability of getting a tail

a coin e e latlhelwang kwa godimo what is the probability of getting a tail

81

you have to find your sample space first

o tshwanetse go batla your sample space pele

82

I have two things in my sample space head and tail

ke nale dilo tse pedi on my sample space a tail and a head

83

for my event I am looking for a tail

for my event ke batla tail

84

the probability of an event happening is equal to the total number of the event over the number of the total sample space

the probability ya gore go nne le tiragalo e e rileng e lekana le the total number of tiragalo eo over the number of the total sample space

85

what is the probability of getting heads twice

what is the probability of getting heads gabedi

86

determine the probability of taking out at random the letter e from the word excellence

determine the probability ya go ntsha tlhaka ya e at random from lefoko excellence

87

the letters of the word excellence are written on different cards

ditlhaka tsa lefoko excellence di kwadilwe on different cards

88

determine the probability of taking out at random the letter x or the letter c from the word excellence

determine the probability ya go ntsha tlhaka ya x kgotsa tlhaka ya c at random from lefoko excellence

89

there are two events in the question the first is to take out the letter x and the second one is to take out the letter c

there are two events in the question the first ke go ntsha the letter x and the second one ke go ntsha the letter c

90

our total sample space is ten since the number of letters in the word excellence is equal to ten

our total sample space is ten since the word excellence e nale ditlhaka di le ten

91

zero comma three can also be written as thirty percent

zero comma three e kgona go kwalwa gape as thirty percent

92

suppose that the letter n is taken out of the box with the letters that make up the word excellence

suppose that tlhaka ya n e ntshitswe out of the box e e naleng ditlhaka that make up the word excellence

93

write down the event and the sample space each time you get this type of problem

o kwale the event le sample space each time o bona this type of problem

94

let a be the event on which the dice lands on an even number

let a be the event e dice e emang on an even number

95

draw a venn diagram showing the sample space or the outcome

draw a venn diagram e e bontshang the sample space or the outcome

96

this means that the sample space should include all the events

this means that the sample space tshwanetse e akaretse all the events

97

draw a venn diagram that includes the probabilities

draw a venn diagram e e naleng the probabilities

98

we want the sample space for event a

re batla the sample space ya event a

99

the factors of nine are numbers that divide exactly into the number nine without leaving a remainder

factors tsa nine ke dipalo that divide exactly into the number nine without leaving a remainder

100

list the items in a set form

kwala the items in a set form