20 Zatiki baliokideak: zatikien pareta

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►zenbakien propietateak

20 Zatikien baliokidetasuna, zatikien pareta

Aurreko hiruhilekoan, zatikiak unitate osoak ez diren kopuruak adierazteko erabiltzen direla ikasi genuen, baita zatiki motak, eta euren erlazioa zenbaki dezimaldunekin ere. Oraingoan "zatikien pareta" edo Fraction wall esaten zaiona aztertuko dugu.

Aztertu arretaz honako irudi hau. Bertan, zatiki bat baino gehiago dagoela unitate (whole) baten zati berdinak adierazteko ikus daiteke.

1 (unitatea)

1 half

1 half

1 third

1 third

1 third

1 fourth

1 fourth

1 fourth

1 fourth

1 fifth

1 fifth

1 fifth

1 fifth

1 fifth

1 over 6

1 over 6

1 over 6

1 over 6

1 over 6

1 over 6

1 over 8

1 over 8

1 over 8

1 over 8

1 over 8

1 over 8

1 over 8

1 over 8

1 over 10

1 over 10

1 over 10

1 over 10

1 over 10

1 over 10

1 over 10

1 over 10

1 over 10

1 over 10

1 over 12

1 over 12

1 over 12

1 over 12

1 over 12

1 over 12

1 over 12

1 over 12

1 over 12

1 over 12

1 over 12

1 over 12

Zein da goiko lupa horretan adierazten den baliokidetasuna

$fracción 2 entre 6 e t a espacio 1 tercio espacio b a l i o k i d e a k espacio d i r a coma espacio b e r a z espacio menos menos mayor que fracción 2 entre 6 igual 1 tercio$

Zein da beheko zatiki hauen bidez adierazten den baliokidetasuna?

$1 cuarto$
$fracción 1 entre 8$	$fracción 1 entre 8$

Borobildu kolore berdina erabiliz baliokideak direnak!

fracción 2 entre 10 igual 1 quinto

fracción 4 entre 12 igual 1 tercio

Asmatu baliokidetasun batzuk eta egiazkoak direla erakutsi.

$1 medio igual fracción 2 entre 4$ zatikiak baliokideak dira.
Baina, era berean, proportzio bat osatzen dute:
1 x 4 = 2 x 2

Egia al da baliokideak diren bi zatiki aukeratuz gero proportzio bat osatzen dela?

Orain hartu zatiki baliokideen beste bikote batzuk eta ikusi ea berdin gertatzen den.

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►zenbakien propietateak

20 Zatikien baliokidetasuna, zatikien pareta