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	<title>IMPLEMENTASI MODEL PEMBELAJARAN LEARNING CYCLE 5E TERHADAP HASIL BELAJAR TEMATIK SEKOLAH DASAR | Astuti | AKSIOMA: Jurnal Program Studi Pendidikan Matematika</title>
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			<meta name="keywords" content="learning cycle 5E, hasil belajar tematik" />
	
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	<meta name="DC.Contributor.Sponsor" xml:lang="id" content="1. Nelly Astuti, Lampung University; Departement Teacher Training of Elementary School. 2. Muncarno, Lampung University; Departement Teacher Training of Elementary School"/>
	<meta name="DC.Creator.PersonalName" content="Nelly Astuti"/>
	<meta name="DC.Creator.PersonalName" content="Muncarno Muncarno"/>
	<meta name="DC.Date.created" scheme="ISO8601" content="2021-07-07"/>
	<meta name="DC.Date.dateSubmitted" scheme="ISO8601" content="2021-02-16"/>
	<meta name="DC.Date.issued" scheme="ISO8601" content="2021-07-05"/>
	<meta name="DC.Date.modified" scheme="ISO8601" content="2021-07-07"/>
	<meta name="DC.Description" xml:lang="id" content=" Masalah dalam penelitian ini adalah rendahnya hasil belajar tematik peserta didik kelas IV SDN 11 Metro Pusat. Tujuan penelitian ini adalah untuk mengetahui pengaruh yang positif dan signifikan pada penerapan model pembelajaran  learning cycle  5E terhadap hasil belajar tematik peserta didik kelas IV SDN 11 Metro Pusat. Jenis penelitian ini adalah peneitian eksperimen. Desain penelitian yang digunakan yaitu  non-equivalen control group design.  Populasi penelitian berjumlah 60 orang peserta didik. Sampel penelitian menggunakan jenuh dengan  jumlah 60 orang peserta didik. Teknik pengumpulan data dilakukan dengan teknik tes dan non tes. Hasil penelitian menunjukkan terdapat pengaruh yang signifikan pada penerapan model  Learning Cycle  5E terhadap hasil belajar peserta didik dengan  n-gain  sebesar 0,49 dengan kriteria “Sedang” yang ditunjukkan dengan pengujian hipotesis menggunakan rumus  t-tes pooled varians.  "/>
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	<meta name="DC.Source.ISSN" content="2442-5419"/>
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	<meta name="DC.Source.Volume" content="10"/>						<meta name="DC.Subject" xml:lang="id" content="learning cycle 5E, hasil belajar tematik"/>
				<meta name="DC.Title" content="IMPLEMENTASI MODEL PEMBELAJARAN LEARNING CYCLE 5E TERHADAP HASIL BELAJAR TEMATIK SEKOLAH DASAR"/>
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	<meta name="citation_journal_title" content="AKSIOMA: Jurnal Program Studi Pendidikan Matematika"/>
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        <meta name="citation_author" content="Nelly Astuti"/>
        <meta name="citation_author_institution" content="Universitas Lampung"/>
        <meta name="citation_author" content="Muncarno Muncarno"/>
        <meta name="citation_author_institution" content="Universitas Lampung"/>
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" alt="" /></a><br /></span></h4>
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src="data:image/png;base64,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" alt="" /></a></p>
<p>&nbsp;<img src="data:image/png;base64,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" alt="" /></p>
<p><a href="http://www.ithenticate.com/" target="_blank"><img src="http://e-journal.stkipsiliwangi.ac.id/public/site/images/azzam/iThenticate_-_Copy.jpg" alt="" /><br /></a></p>
<p><a href="https://www.grammarly.com/" target="_blank"><img src="http://e-journal.stkipsiliwangi.ac.id/public/site/images/azzam/Grammarly_(upload).png" alt="" /></a></p>
<h3>ISSN BARCODE</h3>
<p><a href="http://u.lipi.go.id/1422587853" target="_blank"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAABKCAYAAABuH6DHAAACeElEQVR4nO2W0W6DMAAD+f+f3p4qTV2wL4GtVXqWpgpiO4GDsONLbanj1QtQfyPBbirBbirBbqolsMdx/Pp9/P08fvaPjs9yo8woN/Kn/tFv6ns+n9aS/CRH8lSCLX2CFWz0kxzJUwm29AlWsNFPciRPJdjSJ1jBRj/JkTyVYEufYAUb/SRH8lSCLX2CFWz0kxzJUwm29AlWsNFPciRPJdjSJ1jBRj/JkTyVYEufYAUb/SRH8lSCLX2CFWz0kxzJUwm29AlWsNFPciRPJdjSJ1jBRj/JkTyVYEufYAUb/SRH8lSCLX2CFWz0kxzJUwm29AlWsNFPciRPJdjSJ1jBRj/JkTyVYEufYAUb/SRH8lSCLX2CFWz0kxzJUwm29AlWsNFPciRPJdjSJ1jBRj/JkTyVYEufYAUb/SRH8lSCLX2CFWz0kxzJUwm29AlWsNFPciRPJdjSJ1jBRj/JkTyVYEufYAUb/SRH8lSCLX2CFWz0kxzJUwm29AlWsNFPciRPJdjS99Fgqf/smGRm/GfZBPbq/HRtK563Bfsu+qR1D50/t4NRWdo+0pY5M/bsSetMa29b2h1rOPPP5s7muxUsOU7Qr/Q+n5sFe3bcvsdp3ekBGvnTGtI1jea7BezMzboKto2TeWY6E1j6XW5rHp2buU8raxz2pPJ2TC6AjD3Gz94k8hbOdI7eoNk1pPOrYNvct4Al3wmy2NWxq2BnbgLpfiXYFaE0/Q7NjrV/VkYPVxpLnVR0nnRtK2DpfPg6hicXbtQqWKKZ7tmbQfP/9Y2l401oK0ZFC1stfUJp98pTT72zYK9cExlvupZWbyvBbirBbirBbirBbqpvp2SvzjRJfMQAAAAASUVORK5CYII=" alt="" /></a><br />&nbsp;&nbsp; <strong>ISSN Online<br /><br />&nbsp;<a href="http://u.lipi.go.id/1329208250" target="_blank"><img src="data:image/png;base64,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" alt="" /></a><br />&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; ISSN Print</strong></p>
<p>&nbsp;</p>
<h3><span white="">SUBMISSION</span></h3>
<pre><strong><a href="/index.php/matematika/login" target="_self"><span style="font-size: large;" white="">LOGIN</span></a></strong></pre>
<pre><strong><a href="/index.php/matematika/user/register" target="_self"><span style="font-size: large;" white="">REGISTER</span></a><br /></strong></pre>
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	<a href="https://ojs.fkip.ummetro.ac.id/index.php/matematika/issue/view/182" target="_parent">Vol 10, No 2 (2021)</a> &gt;	<a href="https://ojs.fkip.ummetro.ac.id/index.php/matematika/article/view/3567/0" class="current" target="_parent">Astuti</a>
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	<div id="articleTitle"><h3>IMPLEMENTASI MODEL PEMBELAJARAN LEARNING CYCLE 5E TERHADAP HASIL BELAJAR TEMATIK SEKOLAH DASAR</h3></div>
	

								                                
               	       Nelly Astuti<sup>(1*)</sup>, 								                                
               	       Muncarno Muncarno<sup>(2)</sup>, 				 
			<br>
	
																						
          
                         
		<br />(1)&nbspUniversitas Lampung																		
          
                         
		<br />(2)&nbspUniversitas Lampung				 
			<br> (*) Corresponding Author


	<br /><br />


	<br />
			<div id="articleAbstract">
		<h4>Abstract</h4>
		<br />
		<div><p>Masalah dalam penelitian ini adalah rendahnya hasil belajar tematik peserta didik kelas IV SDN 11 Metro Pusat. Tujuan penelitian ini adalah untuk mengetahui pengaruh yang positif dan signifikan pada penerapan model pembelajaran <em>learning cycle </em>5E terhadap hasil belajar tematik peserta didik kelas IV SDN 11 Metro Pusat. Jenis penelitian ini adalah peneitian eksperimen. Desain penelitian yang digunakan yaitu <em>non-equivalen control group design. </em>Populasi penelitian berjumlah 60 orang peserta didik. Sampel penelitian menggunakan jenuh dengan  jumlah 60 orang peserta didik. Teknik pengumpulan data dilakukan dengan teknik tes dan non tes. Hasil penelitian menunjukkan terdapat pengaruh yang signifikan pada penerapan model <em>Learning Cycle </em>5E terhadap hasil belajar peserta didik dengan <em>n-gain </em>sebesar 0,49 dengan kriteria “Sedang” yang ditunjukkan dengan pengujian hipotesis menggunakan rumus <em>t-tes pooled varians.</em></p></div>
		<br />
		</div>
	
			<div id="articleSubject">
		<h4>Keywords</h4>
		<br />
		<div>learning cycle 5E, hasil belajar tematik</div>
		<br />
		</div>
	
				
			<div id="articleFullText">
		<h4>Full Text:</h4>
									<a href="https://ojs.fkip.ummetro.ac.id/index.php/matematika/article/view/3567/pdf" class="file" target="_parent">PDF (Bahasa Indonesia)</a>
														</div>
	
			<div id="articleCitations">
		<h4>References</h4>
		<br />
		<div>
							<p>Bilgin, I., Coskun, H., &amp; Aktas, I. (2013). The Effect o f 5E Learning Cycle on Mental Ability of Elementary Students. Journal of Baltic Science Education, 12: 592-607.</p>
							<p>Hanida, T. (2015). Peningkatan Aktivitas Belajar Siswa Melalui Pembelajaran Tematik di Kelas II Sekolah Dasar. (Skripsi), Universitas Tanjungpura: Pontianak.</p>
							<p>Islamiyah. (2018). Pengaruh Model Pembelajaran Learning Cycle Tipe 5E Terhadap Hasil Belajar Peserta Didik pada Tema ke-1 Organ Gerak Hewan dan Manusia Kelas V di MIN 3 Oku Timur. (Skripsi), Universitas Islam Negeri (UIN) Raden Fatah: Palembang.</p>
							<p>Komalasari, K. (2013). Pembelajaran Kontekstual Konsep dan Aplikasi. Bandung: PT Refika Aditama.</p>
							<p>Majid, A. (2016). Strategi Pembelajaran. Bandung: PT Remaja Rosdakarya .</p>
							<p>Maswan. (2016). The Effectiveness of the Application of Cooperative Learning of Learning Cycle-5E Type and Team Assisted Individualization (Tai) in Mathematics Learning in Grade VII SMPN 5 Tutar in Poliwali Mandar District. (Thesis), Universitas Negeri Makassar: Makassar.</p>
							<p>Penyusun, T. (2003). Undang-undang Nomor 20 Tahun 2003 tentang Sistem Pendidikan Nasional. Jakarta: Depdiknas.</p>
							<p>Penyusun, T. (2013). Peraturan Menteri Pendidikan dan Kebudayaan Nomor 67 Tahun 2013 tentang Kerangka Dasar dan Struktur Kurikulum Sekolah Dasar/Madrasah Ibtidaiyah. Jakarta: Kementerian Pendidikan dan Kebudayaan Republik Indonesia.</p>
							<p>Rohman, M., &amp; Amri, S. (2014). Strategi dan Desain Pengembangan Sistem Pembelajaran. Jakarta: Prestasi Pustaka Karya.</p>
							<p>Rustaman. (2005). Strategi Belajar Mengajar Biologi. Malang: UM Press.</p>
							<p>Sulistiasih. (2018). Evaluasi dan Asesmen Pembelajaran SD. Yogyakarta: Graha Ilmu.</p>
							<p>Superni, Dantes, N., &amp; Gunamantha. (2018). Pengaruh Model Siklus Belajar 5E (Engagement, Exploration, Explanation, Elaboration, Evaluation) Terhadap Kemampuan Berpikir Kritis Dan Penguasaan Konsep IPA. International Journal of Elementary Education, 2: 115-122.</p>
							<p>Wena, M. (2018). Stategi Pembelajaran Inovatif Kontemporer. Jakarta: PT Bumi Aksara.</p>
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		<br />
		DOI: <a id="pub-id::doi" href="http://dx.doi.org/10.24127/ajpm.v10i2.3567">http://dx.doi.org/10.24127/ajpm.v10i2.3567</a>																				






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