KOORDENATUAK

AZALPENA
[b]Atal honetan, koordenatuak zer diren, identifikatzen eta adierazten ikasiko duzu.[br][/b][br]Koordenatuak puntuak adierazten erabiltzen dira eta bi balio izaten dituzte, lehena x-ri dagokiona eta bigarrena ordea y-ri dagokiona. [br][br][list][*]x ardatz horizontalean adierazten da eta balioa positiboa bada eskuinetara zenbakiak adierazten duen beste mugituko da. Ezkerretara egiteko zenbakia negatiboa izan beharko da. [/*][*]Ardatz bertikalean y-ri dagokiona azalduko da, zenbakia positiboa bada jatorritik gorantza ageriko da eta negatiboa bada ordea behera egingo da. [/*][/list][img]data:image/png;base64,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[/img][br][br]Azalpena irakurri ostean dagokion jarduera burutu eta bukatzean pantaila irudia egin eta Classroomean igo dagokion tokian.
JARDUERA 1
Adierazi ondorengo puntuak dagokion tokian:[br][br][list][*]A(2,7)[/*][*]B(-2,-3)[/*][*]C(0,4)[/*][*]D(-5,2)[/*][*]E(6,0)[/*][*]F(-3,0)[/*][*]G(4,-2)[/*][/list]
Jarduera 1
JARDUERA 2
Zein puntu dira irudian azaltzen direnak?
Jarduera 2
OHARRA: emaitza adieraztean jarri (4,-2) komarekin banatuta eta hutsunerik gabe.
Zein da A puntua?
B puntua
C puntua
D puntua
E puntua
F puntua
G puntua
H puntua
I puntua
J puntua
Close

Information: KOORDENATUAK