biologi(ekosistem)data:image/jpeg;base64,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:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBwgHBgkIBwgKCgkLDRYPDQwMDRsUFRAWIB0iIiAdHx8kKDQsJCYxJx8fLT0tMTU3Ojo6Iys/RD84QzQ5OjcBCgoKDQwNGg8PGjclHyU3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3N//AABEIAH8AqQMBEQACEQEDEQH/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQIDBgEHAP/EAEYQAAIBAgQDBgIHBQUFCQAAAAECAwQRAAUSITFBUQYTImFxgRSRIzJCobHB8BVSctHhFjNUYpIkgpOy8SU0Q0SEoqPC0v/EABoBAAMBAQEBAAAAAAAAAAAAAAIDBAUBAAb/xAA3EQACAgEEAAQEBAYBAwUAAAABAgADEQQSITETIkFRBWFx8BQygbFSkaHB0eEjQmLxBhUkMzT/2gAMAwEAAhEDEQA/ANxSo0OgMVAQkiwNrkm3y/LHBdtrIH0ma5ycjv8A8RTnOWSZlnMcz1BMEYCpGi3sOZJva5N/uwpBUTl2MdXaVXaBxLpctDRmOSYm3AGIkeXPHmWvdkH9oQux0JwJDRxaYySQLHw6Sx9enkMOWlHUnMNXZjyJBZEllHeVdV3Z4wrKsae9rE4ltSut9pGfv2jirDqR+HycVAmSjpRJfVfdiMDvI6GP0hKHxgtGkVVEo8Kj17v+eOhyPScKGLczzOXVpjopZv8A1CKT6C5/LFNW/sY/nCRTMpB2iq6muJoaAzDZEiBYkD2why9pz7fr/WE6AdzX6qtadUmlFNUNp2hAYp777+nTDKqKz+c5Py9J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simbiosis mutualisme

ikan badut dengan anemon saling menguntungkan karena ikan badut terlindungi dari serangan predator,dan anemon mendapat pembersihan.

lebah dan bunga saling menguntungkan karena lebah mendapat makanan,dan serbuk bunga yang menempel di kaki lebah akan dibawa ke bunga lain sehingga bunga tersebut berkembang biak.

 

 

 

 

 

 

SIMBIOSIS PARASITISME

 

 

 tali putri dan tumbuhan yang ditumpanginya adalah simbiosis parasitisme karena tali putri mengambil sari-sari makanan dari tanaman yang ditumpanginya.

 

 

 

nyamuk dan manusia merupakan simbiosis parasitisme karena nyamuk mengisap darah manusia.

 

hiu dan ikan remora merupakan simbiosis komensalisme  karena ikan remora mendapat makanan & ikan hiu tidak mendapat apa-apa.

anggrek & tumbuhan merupakan simbiosis komensalisme karena anggrek mendapat tempat untuk hidup sedangkan tumbuhan yang ditumpanginya tidak mendapat apa-apa.