Ulaba ohoro kevbe nọkọkpa

 

ULABA OHORO KEVBE ULABA NKKPA

(EVEN AND ODD NUMBERS IN “UKAMWEN EDONAZE”)


(Even numbers) Ulaba na gha yẹẹ eva giare rhiema ihori (0) ra i mwen dek r ulaba ohoro

Vbe igiemwi : eva (2), enen (4), ehan (6), erenren (8), igbe (10), Iweva (12)

(Odd numbers) Ulaba na gha yẹẹ eva giare rhiema ra dek kpa r ulaba nkkpa

Vbe igiemwi : kpa (1), eha (3), isen (5), ihinron (7), ihinrin (9), owr(11), iweha (13)


[An even number is a number which has a remainder of 0 upon division by 2 while an odd number is a number which has a remainder of 1 upon division by 2]


ulaba nkkpa

ulaba ohoro

ulaba nkkpa

ulaba ohoro

ulaba nkkpa

ulaba ohoro

ulaba nkkpa

ulaba ohoro

ulaba nkkpa

ulaba ohoro


Ọkpa

1



Eva

2


Eha

3


Enen

4


Isen

5


Ehan

6


Ihinron

7


Erenren

8


Ihinrin

9


Igbe

10


Owọrọ

11


Iweva

12


Iweha

13


Iwenen

14


Ekesugie

15

Enen eirro

vbe

ugie

16

Eha eirro

vbe

ugie

17

Eva eirro

vbe

ugie

18

Ọkpa eirro

vbe

ugie

19


Ugie

20

Ọkpa

yan

ugie

21

Eva

yan

ugie

22

Eha

yan

ugie

23

Enen

yan

ugie

24

Isen

yan

ugie

25

Ehan

yan

ugie

26

Ihinron

yan

ugie

27

Erenren

yan

ugie

28

Ihinrin

yan

ugie

29


Ọgban

30

Ọkpa

yan

Ọgban

31

Eva

yan

Ọgban

32

Eha

yan

Ọgban

33

Enen

yan

Ọgban

34

Isen

yan

Ọgban

35

Ehan

yan

Ọgban

36

Ihinron

yan

Ọgban

37

Erenren

yan
Ọgban

38

Ihinrin

yan

Ọgban

39


Iyeva

40

Ọkpa

yaen

Iyeva

41

Eva

yaen

Iyeva

42

Eha

yaen

Iyeva

43

Enen

yaen

Iyeva

44

Isen

yaen

Iyeva

45

Ehan

yaen

Iyeva

46

Ihinron

yaen

Iyeva

47

Erenren

yaen

Iyeva

48

Ihinrin

yaen

Iyeva

49



Ekigbesiyeha

50

Ọkpa

yaen

Ekigbesiyeha

51

Eva

yaen

Ekigbesiyeha

52

Eha

yaen

Ekigbesiyeha

53

Enen

yaen

Ekigbesiyeha

54

Isen

yaen

Ekigbesiyeha

55

Ehan

yaen

Ekigbesiyeha

56

Ihinron

yaen

Ekigbesiyeha

57

Erenren

yaen

Ekigbesiyeha

58

Ihinrin

yaen

Ekigbesiyeha

59


Iyeha

60

Ọkpa

yaen

Iyeha

61

Eva

yaen

Iyeha

62

Eha

yaen

Iyeha

63

Enen

yaen

Iyeha

64

Isen

yaen

Iyeha

65

Ehan

yaen

Iyeha

66

Ihinron

yaen

Iyeha

67

Erenren

yaen

Iyeha

68

Ihinrin

yaen

Iyeha

69


Ekigbesiyenen

70

Ọkpa

yaen

Ekigbesiyenen

71

Eva

yaen

Ekigbesiyenen

72

Eha

yaen

Ekigbesiyenen

73

Enen

yaen

Ekigbesiyenen

74

Isen

yaen

Ekigbesiyenen

75

Ehan

yaen

Ekigbesiyenen

76

Ihinron

yaen

Ekigbesiyenen

77

Erenren

yaen

Ekigbesiyenen

78

Ihinrin

yaen

Ekigbesiyenen

79


Iyenen

80

Ọkpa

yaen

Iyenen

81

Eva

yaen

Iyenen

82

Eha

yaen

Iyenen

83

Enen

yaen

Iyenen

84

Isen

yaen

Iyenen

85

Ehan

yaen

Iyenen

86

Ihinron

yaen

Iyenen

87

Erenren

yaen

Iyenen

88

Ihinrin

yaen

Iyenen

89


Ekigbesiyisen

90

Ọkpa

yaen

Ekigbesiyisen

91

Eva

yaen

Ekigbesiyisen

92

Eha

yaen

Ekigbesiyisen

93

Enen

yaen

Ekigbesiyisen

94

Isen

yaen

Ekigbesiyisen

95

Ehan

yaen

Ekigbesiyisen

96

Ihinron yaen

Ekigbesiyisen

97

Erenren yaen

Ekigbesiyisen

98

Ihinrin yaen

Ekigbesiyisen

99


Iyisen

100

ulaba nkkpa

ulaba ohoro

ulaba nkkpa

ulaba ohoro

ulaba nkkpa

ulaba ohoro

ulaba nkkpa

ulaba ohoro

ulaba nkkpa

ulaba ohoro


Comments

Iwewe nẹ ewman ghee sẹẹ

Iruemwin ibiẹka

Ulaba (1 - 20,000)

Ukamwen (Mathematics)

Emwiokọ vbe emwin ukoni

Ihevbihe

Ikemwin

Ẹgbẹ vbẹ Ẹdo

Ukiuki

Elẹta Na Gben

Debae vbẹ Ukamwen