Friday 4, Apr 2025

Monday, October 21, 2013

5 Palung Terdalam di Dunia

Palung adalah jurang yang berada dalam dasar laut. Berikut 5 palung terdalam di dunia menurut Cakrawala Unik

1) Palung Kermadec

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 ini terletak di Samudra Pasifik. Kedalaman dari palung ini adalah 10.047 meter atau 32.963 kaki atau 6.4 mil


2) Palung Kuril-Kat chatka

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 ini terletak di Samudra Pasifik. Kedalaman palung ini yaitu 10.500 meter atau 34.449 kaki atau 6.52 mil


3) Palung Philippine

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 ini terletak di Samudra Pasifik. Kedalaman palung ini mencapai 10.540 meter atau 34.580 kaki atau setara dengan 6.54 mil




4) Palung Tonga

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 ini terletak di utara Pulau Kermadec Samudra Pasifik. Kedalaman palung ini mencapai 10.882 meter atau 35.702 kaki atau 6.76 mi. Palung ini biasa disebut dengan istilah Horizon Deep

5) Palung Mariana

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 inilah palung terdalam di dunia yakni Palung Mariana yang terletak di Samudera Pasifik. Kedalaman palung ini yakni 10.911 meter atau 35.797 kaki atau 6.78 mil




Demikianlah 5 Palung terdalam di dunia

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