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	<title>PENGARUH MODEL PEMBELAJARAN BLENDED LEARNING TERHADAP KEMAMPUAN BERPIKIR KRITIS MATEMATIKA SEKOLAH DASAR | Muncarno | AKSIOMA: Jurnal Program Studi Pendidikan Matematika</title>
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	<meta name="description" content="PENGARUH MODEL PEMBELAJARAN BLENDED LEARNING TERHADAP KEMAMPUAN BERPIKIR KRITIS MATEMATIKA SEKOLAH DASAR" />
			<meta name="keywords" content="blended learning, kemampuan berpikir kritis, matematika" />
	
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	<meta name="DC.Contributor.Sponsor" xml:lang="id" content=""/>
	<meta name="DC.Creator.PersonalName" content="Muncarno Muncarno"/>
	<meta name="DC.Creator.PersonalName" content="Nelly Astuti"/>
	<meta name="DC.Creator.PersonalName" content="Nelly Astuti"/>
	<meta name="DC.Date.created" scheme="ISO8601" content="2021-12-31"/>
	<meta name="DC.Date.dateSubmitted" scheme="ISO8601" content="2021-10-21"/>
	<meta name="DC.Date.issued" scheme="ISO8601" content="2021-12-31"/>
	<meta name="DC.Date.modified" scheme="ISO8601" content="2021-12-31"/>
	<meta name="DC.Description" xml:lang="id" content="  Abstrak   Masalah dalam penelitian ini adalah rendahnya kemampuan berpikir kritis matematika peserta didik kelas V SD Negeri 1 Metro Barat. Penelitian ini bertujuan untuk mengetahui pengaruh yang signifikan pada model  blended learning  terhadap kemampuan berpikir kritis matematika. Jenis penelitian ini yaitu eksperimen semu dengan desain  non-equivalent control group design . Populasi berjumlah 36 orang peserta didik. Penelitian ini menggunakan teknik sampel jenuh berjumlah 36 peserta didik. Instrumen yang digunakan soal tes uraian mata pelajaran matematika. Analisis data menggunakan uji regresi sederhana. Hasil analisis data menunjukkan terdapat pengaruh yang signifikan pada penerapan model  blended learning  terhadap kemampuan berpikir kritis matematika peserta didik kelas V SD Negeri 1 Metro Barat dengan F hitung &amp;gt;F tabel  serta terdapat peningkatan kemampuan berpikir kritis peserta didik dengan kategori “Sedang”.      Kata kunci:   blended learning , kemampuan berpikir kritis, matematika       Abstract       The problem in this research is the low critical thinking skills of students on grade   V   students elementary scholl 1 West Metro. The purpose of this trsearch is to determine the significant effect on the application of the blended learning models to the critical thinking skills mathematic. This type of research is quasi experimental research with the design used is non-equivalent control group design. The study population was 36 students and use the sample was saturated. The instrument used was the mathematics subject description test questions. Data analysis techniques using a simple regression test. The result showed there was a significant influence on the application of blended learning models on critical thinking skills mathematic of grade v students elementary school 1 West Metro with F count &amp;gt;F table  and there was an increase in student’s critical thinking skills which the criteria of “Medium”.         Keywords:   blended learning, critical thinking, mathematics    "/>
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	<meta name="DC.Identifier" content="4346"/>
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							<meta name="DC.Identifier.DOI" content="10.24127/ajpm.v10i4.4346"/>
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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="blended learning, kemampuan berpikir kritis, matematika"/>
				<meta name="DC.Title" content="PENGARUH MODEL PEMBELAJARAN BLENDED LEARNING TERHADAP KEMAMPUAN BERPIKIR KRITIS MATEMATIKA 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="Muncarno Muncarno"/>
        <meta name="citation_author_institution" content="Universitas Lampung"/>
        <meta name="citation_author" content="Nelly Astuti"/>
        <meta name="citation_author_institution" content="Universitas Lampung"/>
        <meta name="citation_author" content="Nelly Astuti"/>
        <meta name="citation_author_institution" content="Universitas Lampung"/>
<meta name="citation_title" content="PENGARUH MODEL PEMBELAJARAN BLENDED LEARNING TERHADAP KEMAMPUAN BERPIKIR KRITIS MATEMATIKA SEKOLAH DASAR"/>

	<meta name="citation_date" content="2021/12/31"/>

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" alt="" /></a><br /></span></h4>
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src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG8AAABQCAYAAAAX6SsYAAAgAElEQVR4Ae2dB3ic1ZnvP1m9jKb3kaaouRBIyO5Nudm9KYSEtM1ll91ssjfZ7JJNloSEFDYJgRgCobjK6nXUq2VjY5veYoqppid0DLjLliyrTf/d5z2jMYIYLNkWefI8DBzON/N933nPef9vO+85R2hD7sV8UP46eaANecr4oPx18kAb8pTzQfnr5MFfXvPcM1LvLme9J1mSwlTGek+ypL4vpIVI0hL6KS0sZ8g9qxz7PXX/L19rg+4K/hJlwCWMWqzKoPjdIj+b3H42uErodgcYdC1lg30JQ7ZyBlylC9rHAXcFm6QPthKGnItZ71qqaA4UBZAy6BMhKme9q0KVQVc5qvyFeJfCS+t3LeF9L+4l9DkrGPQsZdCzjEHXEppKPkSbawlbiz7CFueZ9BUvYahoqSrd3qX0uRe2n0MiSKJprnI2usvY5vgQWxxncqN9GX22xfQ7JKhZypB7GYPOxQwI3xa4TyfCRRtwL+EvVQQ8od3jLOdW15kMmQIMFpfR5fXT7C2iyxtgg7OCLabFCmBh1kL1tctRRp9/McEiL20lXnr8ZfQWV9ATWEIwUE6vu4Ih1xI2eJYpEAfcixV4C9WfubT7voGnpPQY8xczKNeuJfS5Kug2++nTWenMtVCn5bNBc7FN89CjmQlqFjZYvKx3lNPvSYLX70oyLlXPZaB/9kyqjZk+rfeUMFDopl+zsUGzKdqtWh5dWg7bNBMbMpz0mvwKuPWuJar//QpA0cKZcmx8Cydks8ehKQbIQBa4rHeWs8W6mG5LGX3uM2h1++hwlbBRc9FZ/GE2/OyXPHHjZp55/jke3fsG9775Rx576UkeWN9D7/f/m0bvUgY0G922AOvLlzHkqGCjZxkbrRX02krpPUH/Zw9amN1VejZbDKVssgbozrFRbfCx9cKLuX/jIPc+/RCP7H6ePx16nT++9jy33XUrg1dfxdDivyOomRlyltJm8dLvOYNtlqW0e5cw4BGzvvB8nE1DE9+z0KXfuZigJ0BfUTkd7jI2FJWxKdfHZuMytg4F2Xn4ed44sJ839+9n/4EDDB8cZuTwCEePjnPoyBiv7t/Pnjdf5tYVN7Ah20t/jpUedwWNxeUM+M5gyCoBxOL3HMds8MQKbDWW0ezy0pHv4o4rl7PrlVfZu2c/rxzYy/CBYY4cGuHAgYPs23+AvQcOsG/Xbh7f/zL3beql17GUe7J99DpLaLKXcKtpCd3FS+l/H3g5G6v3SfMq6HMspaXYxzZvCQ2aRt83/ouHhp/nlUO7iRyeJBwKE4vFSH3i8TiJRIJIJMLk5ASjh6Z4ZPoQO1/bSefSjzO0yMWt7jOpd5ew0Xsm651JEzxbMlPXMuDZ4Ml1n8FBl28xO5+5jxcOHWJ49Cij05Mc60EskeoK0ViU2NEIE+NTjIwc4vmDr9Lzs/+mRcvlNv8y2m1lDJkr6Hu/NS81wIWshXlbXWfR7/bRruVw8yW/YPfeN5kcGeNIOER4Ok4sGlNgCcdSwAl4ci2f0VAExuHN0WH+uOdV2j/3OW7OKKLfUUGnp4I+W+kxszVbOlPXKfCU7zX7af7bv2fX88/wxtQ48bEosVAEgSsai5GIx4kn3gJP+jAeCzE+Mc5YPExo/xj7Dx7irl9dQZtWQJunlCHn0iR4zvfPdL5PmreYVruPvnwXG/75m+w/PMLheIhwOASxBOF4jFgiCVIKvFSdAi8RizMu7J2KMDU6zSv7n6ap5Ay26Lz0eJKa1esoV6ZTgHqbMLoXM2CuoN9VwqDdR6++nGef2snI+BSx6ThhYiSIQzQB0bgC8e3gJSAeg5k+TpBgTyjGgeHDDPz8Eu7JKKLNXky/q1yVPmeZCsTe1ocF0Mr3Bbw+mRcVl9NmKuX5nQ9yeHyKRDiqzGSCxDGNUyr2Xv9JJJRmhCJhwqPjPHj/Fto0I5scpXQ7ShE6omnri5YpM5lingQoHcXlDLp99GgG7ti6kcMjR5iYmEhSSzD3Psz0b5o4R/YfYdcbrymgeqxu+lwl9LtL6XUG6FVALqwWvi/gCRM7MqzcseI6jhLmSGx63syajWkiEWc8DHtef507N3fRr5nod1XQYy9TJaWBKZPZ61zMVqufhnQz21av4dD4JEci4WNNiq9NafixH09wEYuECEUTDE9PcH9vK61aIb2ugAJQwOv7awYv5bxFG/od5TQb/LxxYBdj0xHCsRjRxLHQYE5Aiv+b/TkajyiT9/LwHrY3NNCR4aTPUUaXvZQeezm9UhwSKFXQ6ygjmGbilt9czatHJmBKOVbR+XmDlupDgijhSILpsQivjLxOT/mH6TR7kuC5AjMmdIE1LyWdp7PudVbQ7yij11XGgAQTeg83fvEbHBg5RCIEkViY+HF8XIoxx6vfCR4CHhCeirJn+CAPXPN76jQztxlLGfQG6Assod3lodnpol2zcO+ly9k1Nkx4GsKREMwA92ftHo/48X4TzRP4pxJMT07R+98/oC/fRrfDn/R7DjGfCzsN01Km5vTW5QzYA/Q4AgwWVdCTYeC+5auZIE48miAWjSqpPx5P5vpbysxFo1FGRkfZffgA27ffQk3JmbRqmTRrZro0jQFrCTf3tbJr7BCjo6OIyZ0dxc6V3vGek3bkn6PhMPfVN9GzqJBOu59B9zJ67H5lAU4vX5NuIdWmJv7hdBcxWwOOEgVev7uMTi2fnTdt4jAirRK0ic683Qwejznv9dvsOaE8Nz0eIbT7CM+M7Obhxx9kx9AW7n32YV4ceZ2Dh8cIhaPEFd3kVCQF/nvRONG9VBvjoRBv3nM3DVpWcjXCuVSBd7r5+s72Fgy8QWeJMiESgcncbsdtW5maDjGRgJgEC+/wYSdi1HHvi+TPzAPHY1PsZpL46CRjkSj7JiaYPjRBZHSS2NFJOJYAkNDyuK3N+8cUeKFYjN0PPUCVls6NznK67eV0S8Sp/O7pV44UiAsGXq+zlB5nKb2OEpWJeOKeO4nJPDsRIhKaPmUGJhJR5XOi0RhR0aiZ4HESOHDgDXa/+idGjh5SP8st+V3UPjIZ56hczGjhvBGbeSFCnJgITyymfO+LT91PUMuhx11Cn7VEBU89C2DVUsBJvSDgicR1OcvplfDdVkqLpufxGzcxHoFQYgpi8VMG70g4DEfiHA0lA5e9E69y17e/x3rNyBotjTYtjVZNY52Wy+3nnc/0M88RmQExNhI+ZeWTaX0inlThkXiYx+7dwnrNQGuRjwF7KQOOCnokaFtAABcGPEe5CtkFvF57GW0ZNnZccZXydzEkxJ86ZeZFgQmRBmBHcxutWgYrC/Np9hSzwbOU9UU+ekw2Bh3FdLi9rNR03Lv8CvW8vDsr2J3RpXlWAlw8oaLmMRI8uq6Gbs1Kh9tPv72EPnv5Xzd4slYnKwrdumI2f/zTTESjxGMRomEJsk/tEwsLBHDXitV0arl0WQIMWhazQV/ObbYP0+5ZRrv/TNrsFfSYy9hg9NOgZbP9Z7+URNgpf1TEKgI0pQwyW7/8Hdp0HnpdEmUG6BbLs9A+LxV2nu662y7znBlnbSmlJcvA8P7XmYxHicbiJDOIc+fh7PmYmKtx8W2P3UeLLNYWBejxltNl8NJWXEqNw8V6vY+NphK1raHfEaDDU8ZGdzm1mo43+zclfeBM0DS77bn2KBqPE5oOMR1LMDk+QtDkp9Naonx8j13SdW8P6083f6U9rdtWykKUHlvZsXbFcTdq6bzxyL2MidxLjneuXJp5LhXZCaMlSJH3+z7zGdpynHTYAnRYfcn0mK2MXqFtnym2UqQvnY4S2gwOBoxeej95jqRYjq0cSNvzBTAiVjMcIhSHl557kCYJVoSmGneZ8vULwdfZbS7QJP3Ppa55kY6d9Y1Mp/zNPKcKKfCkjiQSHH3pNZoL7QxY/MqvdrvKFcOOK+G2MjpkNcFdxkZdgKp0A7sefvSY+MhEX8p8PuLyYokI09EET944SIOA5yg/ll89bj9mcq+n6977A56tjBadmdu/9zOERaGIRJvz073UfE7AkzYeWT9Ah5atVuf79AHaJSlg+3OhSWnDBncZLVYfmxzLaM3RcX9rq/J9stgrn/lqngQrIUnzAQ+sWENPplVp++kCZi7taOKbFr6U0VJoZ9uXL1A54XAkJnMGIvEEErQnxI7O4CkZmCPAYRLKL6n0dQylbZJPlvvy+F2N9fRruQRdXvotFXTZS5Jm+rjjKaPd4iboqaBbF6AuJ4t7VlQi8/vQ9DSyVqhQiEr2BSUcsbColrKuMz9IJyIggZIInkwtY2Em47DtOz+gq8CuIuyF5+VbeGmd9hIWvpTSrndx02fPYVgmx7EEEaJEI1HioRhMJkhEwxANwXQIQlHEmSRCUcKhKeLxsPotEYkTjkSV6X2ko4c2LYfuolL6rRVK87pspe8yFllp8NPsLqfPWk5rdg73VdfJuiuhWJR4NM4EISaJECbKVHiasEoCyPcIsXiIQ4kIh4gpYROtS0TjROMR6Trrv3w+7UY7ne9Kf2F4rMkSykIXGVS3uYgNn/40u0NTSpIlP0IiRiweZz/THAY1iU75HTGNYtDELImBPZKICM9gOsrhaIiXtj9IMMNAp81Pl8lPl6MEAe94Y+m0l9JXWExrURltVh/BRQae23YrY5Gk2QtHI0Qn3z2KUt4wDHG1XSNpIiTinZyeUBmc9nPOo8Ngf1f6x+vT6fjt9IFnE+a9VYRhqghDbTOa95nPMSx2KentOaqWZpJwDe/fxePbNnPXFcvZcdGPeOyiH7H9F7/isb5eDux+WT0kaa6jsmUhGmN4epI23xJabX56zQE6zN6k2Zqhl6L/Vp/KaTe4WW/1U+NbyuFD+9Suh+mYgkaBsO/oAXYODHLfL5dz9w8v5vaLfsJ9v/odw+03Mvbqi0qI5GnRWGU2I1PqvW3/+G+0GqxqvEKvU4qyaDM8WCAF0RShFMFTqR1lSbAENEc56y0+FQn2OUtpcZbSqrdy07e+QzgGEzHZNwKx8BiP/fBirtM5qdHS6NAKaM830qjTUV+oI1hgUBt8ZLfZylwXOy78CbFYSJnNXfEEz9+wmrWL8mmxe9loWUK7ezF1bh9Bh59BAdHoo9O5mBZnBS2Wcgb8S2jV0thy2eUcko1EytFOce8lv6E73UmjlkG9lkFHroEevZn2AgPN+SZFY62WTmOOk23f/T7To/uUMB2OTjIaifPor3/LQJqRHmMpzR7JrFQwYC2j21pCj7VU1V3WGVBPhcfveFfrsMoc6dSKCECb2Ue7xa9Kh8VPnctLncdLi72IDZYAA5qOJ27cyKRMkIB7f7+CGi2Ttbm5dJp8KhvRYSuhQwZpLVVFruW3TnsZQZOFtSY7QU3HQysrFfivTx5g4xf+iYF0Ey3OYtoLnWzQe9lgL6HDXU6bLcCApYQtlgpu1PtpyDNw46c+zwujh1QfHmkJslYrpFXvpMFWPKMxpYqmoq36UoIwvt3tp9fopivLzeVaLnf98DJl0Kei8NwD27lKy1BLYDcaSmgyegmKEMt4ZkrnKfL4eBidFs2TSXJq8igDFUI3Fyym376EtqJSgvlmqq1LePrgK4ppved/m34ti1qXlb5C8RVlitHvZgWEAV0WHxsLiqh3F9OipXPXzy4mNpVg5+hh+v/+k7QsyqbLWUST20ejI0CXtZygyUubt5RKh401aRn0fuRjPL3raeVLn778Bq7V8ul3ldGrd9Jj8ycF5R3SnQKgW+8haC2mRu9kq3UZrZqZDZ89B1ldeH7PfjZ96JPUGq00GB0MmQM02Xw0m720WHyqtB2n3Xcb71x/PwXwAsnBilTaZI5VqnxPZ76bjmwH1TYrvYUuKrUsgoZS/vTcUxydmuTBwUHWa3nUuFx0WIppdPkZcCalW2nZ8QZpDdBWVEaf1c9GvZf6Yi91WiYv7tzBgZFpDh48wJYrrqA6s5hBTUdDppmWTAO9uQ7WaDkMZJay4we/Zu+REY6MHOX1V57kWi2DzfluBqx+Whw+5a+V1h+HvvSr3xJQWZqgv4xam5OgwUWVpvH42lqOAs++8BiNlqX0pbtYqc+lv9BBj66IPoOP9WpPTRnttoBKoSW1MZDU9OPQW2DwBLgK+gzF1LtdDCmzmM9arYC+T32e7i+fT/dnzmPovAu4c8Ua/nT4VV4+IvEktJR9hEajVYXVA46l9EjC2Oyiw54c2PE6LoMV81drLaLFXcZ6fQk1OiO3f+s/VBCx92iY3aOHeXZkFw/+4VbuXv47bvnuD7j511fw4M038dS+l/jj8AEmJiOMAHf+8hf0LzLS4Cim3SHnDkpQmmF9d4bKBL/d4qPLWEyvxUe31U+d20WPvpx9TDJ2YIRnh9/gD5XV9H3tfOrP+RLdn/ka/X97LjUZbtZphWzMK6KmuJheo1iqCpXWO9545/rbyWmetYQGu58ml4dNeS6uyjExuHYtf3zhaR7Z/bJi1L7X97Fv30EOHj7MvoMHCcdh/769tGYb6DYXKz+m7HhK8k7g0AVAFcmJ7xAfa7Aw+MkvSYaS8dg0oYlJjoweUbTeOHiA14cP8ubwQQ4cOsThwyNEIzHGouNq6jFwwbfpyBIBEv86A1iqTvXnXeqk1pSopECvuYiGbCu7d79CKBpnamqa4bExXjt4gFf27OP5QwfYeegVnnr1Se7b2EdjyUcZ1Mys9XjYWDhjud6FzlwAPCnwOqwy6bXRvchG/Zmf5sU/PcebI0c4cPQo06EpEiMjjI0fZWp6OrnwKnO2UIz9e/fRXGChW+dE2ugUM3ISnRcGDmVb6Tz3fKLxBFMz4b5otuQow+GwOuMgqa9U2ks2Q09NH1UJkq3fv5iuLNu7+rgT9UnMa6+smpjcNGZZeemFZ9X6suyrEfrToWkSh0MwGiU0HuLQ8DBv7t7DUyO7uOWb/0G/pqfZVnRSY5/dt3mAl2R0UltK6coyMPD3X2HvxAgvj40yOTHCVGiMCBFG42pjujJpkpOUrQLRGBwOT1BnsNBnl+h2nqFzSjNmaok677rheo6GYzLXT07m5YzBO1YIjoEXT275OxAK8UBjFfVawTHwRBhkOWc2Y050HbT5aDU56TIH2DOyW6XUlF+YyZPKNGSaBKFomEQ4xnAoRPzANE/FDtD82XPpyXbMoie8nb8gz3mq0C6BiTmgtrN1GHzU24p54pWnOTw2SXxSZRyTHJS0iBSZEajMe5xIPM5EOML4dISOC/6JzmzzTIAw9ylKm72UdrOPVqfUfipzzLz01A6Gp0IqvaW2JRwn2Z0CLyZbDuNxpuJxXnnpGRpcZQxafTTrvepwZ9Dhm9eUSYKPxkI7HZ/+PEdDR5NDntkMpUBUEiV5UFm5lDMQMB2PMXJ4lIPPP8/qXCcdrgBtJi+dZplSlM2LviiRlpqbnagWM9dm9Kmz2cEMG5u/8W3emDxMZFrOZ5x4aVUWL2Mh2L7tJjrTDXRYZU4YODY3fC/6Mm9sdgRoM/tpt5cQTDez4d8u5FBohHAoaapiSvdSsv/ndQrEeCzGniNHuO2SX1CbmUuT0c96cwmNdjcdc+5PgDZrMV1pLh7q62JqVDKjJ/jEZbNxlIlomCOHxuj9/D9Qm6tPBmpGCZpEkJPz5Pfixex7c9M8adgWoNVUrE6hNmq57Bxaz8HEpCwOJJPLJ+j7eDzCkQSMRY7Q4FtMm6FoXpIWVFoXYLDQT4umY+cDdzMcOYJEQqJRJxIf8UepvZ5T4Qh/uu8e1hYYabb76bWW0mKZX3/qDXbadV6GwyNwaA7gxeJEJIeqVk1iPFBfRVAroNVVSrupWAVOAoxyS3Oc0M8DPC9Bk5tuq486bRFPP/QoR0KTTMkZOlk+OcEnlIgyGY5zKHyUwX/7f7TlOObc0XZrgD69nzpngCGdnzqrm1defo2JqQlkQ1PKRJ+gC28FL7EYL+x7g6HiZbQYnbRZA7RbvXPujzA4mGem57NfYSQyzeR0cmHrvejLkbG4bP8Q0x2N8dj9WxnUCmkoLqXV6KDbUZLMTs0ROGU254S0JUCb3U+b1UunxUetls5zjzypfFw4Ns20rEKfAL+waEcsocC+47JLCWZYEFDmQl+eGzD4We32MmAIUFleyuiufSo5PEYY2fR6Aqup+CqaJ+ZTIsLXxo4gC7T9dh/NskXCVDynvqT6K1OerRf/hFE5OCNjlzXB9/ioE4DiE8Nx4uNhHn7iTrple2LZMtosbrqsxcqNpNqfSz1nzQvaArTbS1F5Sy2Ph2+9GbWPIzZOSCZxJwAvGpbzCTH2T0xy96U/pyXTMi9mdRh9VEo2RuejzuRU5+KiiYRae3sPnr3tVioSlSnEq8N76fGIrylS6at26/wClppsPbdfeJFaOJaNAeL33+sTiYTVPk8lPMBjD2xjSDNQ4/TRYfHQqZIAcxPmFLBzA88aSA5QkqwW2UKn5+7rr2NUBC4xRVzmAScALx6VzbGytAld532F5oK5m03pbKvJq/yTgNekFfDc49sZFw8i62zh5LrcezFvts8Tv7PvmSdYkV1AvamIToOXVuv8fF6D3k7HWZ9ikhCj03K29gSfGWynEjFGExF2NNaoJHu9aJzZpxL7KVDmWs8ZvGYhIGbOEqAlz8nQ2R9nTPobURu/T9Bz4bF4pwnGx8apzbbTZp6fmWqz+OnSJ/1SU7qJTd/9npIX2TidDASS63Lv1pHZ4MlOy+2XXcHatHSC1jL6jT4abR41trkyrt3kpSXfy5Eju5PbJd6NcOr3OEyFppXwisz1nvsP1OUbaLV46bUupsUwP82XfmrClLmUFrOP4Myzkq1frWWw59CbJCJh9ccAwjJnEHaqncQz8zzZURwVrZDdWXLqO8p9zc00ybZwq3dOdFN9U/7R4FVThmaTl9oMHXv3vqait3h4injqsGZqnimqIFsslC+a2aMyswdm5M03qXJX0G1wEzQH1Eq8rAmmaM2llj40aToGr740OU2YNVcQIyRbNmS7h2yKkW0csUSUiCQUJNPzxhtcreXR4SmhxSAms4ygxBVzxCL1nNYqIfgcigB37DnZbqf3sM5RruRKzKfgFo7GmIzHGI1FGItHGE9ElTmRPxZwKBpmeHo/VZqBHtMMzdltzqEPrRY/asogdb6J/g9/UknywZjkdWTKEEbWto/GJ9kXmVIbc2Vj/WQ0znQkTmgiqkx95xe/REemHWmv1eJTddA8a3xz6EvQVUaj081qrYCxp19QtAQ0mYbIEv1UQg60xJkiRlTVEJqMqk1VGz91Hi2ZVlrNfqUQx/g6B7qzn9UElPkWIdpZ7KZN01Pt/V8gm3jkEIf4PpH4yTCMT0A46QskyDoaOky/sYxqk4ugyUe7SRg3f9pKiERCTT7WZeXQedZHUoaJcdm0JMyblBMtsr0rTkykf8aiygajrZ/7OjVaFs0OHwLYfMf+Fv0imgtsNNr9tOrLGR1XIqx2xclu7mnZRDUhQEJC6E+of7np777OSi2NTpcIy8nRT/X5pMCTQddbnbR4AmzMKeaaXCOP37pZMVH8oGzRE+slg5DPAxt7WJVlJVjooMvsoclTRpNVtOgkO2+WOZ+PjmI/rTkmrtPyuKOxUdESIRLaUr8VREzxSG879Rk2arMKaLC4aDcWn7zwmH10uUroyHVQ7fJTm29jrZbJw5Vy+vetyE3W+aQv8tn55HYG032sySyg2eZRiQHRohQQJ1PP2WzOVle5bjcFaM22Uef10210Ua2l8XtNx+3fuJDtP/kNd19yGVv/+d/5naajUVtEt85Du93HOouDHr28Pzdz/U66qe9BS7HKcMh2gw6rk14tl+WaRucnPs3N//59Nn/nIrZ863t0fPTvuFrLpEbLob9QVtqL1eJxu3F+ZjJFN1U3Wr3UWb1sKiyh3lZEm8FOfZqO6zQzfRd8l9v+57fcfcmv2HbBt1iVb2O1ptFgKaLL5KHVLktap0Zf+qG1SNR0MkWW+MVGSwhvSp4T6DYHCOY6aM600JBmoDnLQoe+mE6JUM0+WgQwk48W9e5J0j3WV2lH2pR2ZKE0QKeY4lwHjekmWrOstOXY6Swsok/yspIfVf2deUf6cKyt+V/LOKTIVgepJTcppjyo96iV/OZMGb+eYL6FHkm92fxJeqk+nyJ96ftJa15KAqVOgaiANBbRbChSoMp3CTDaZB+HyftWwDNPxzyb1vGupe2k2UkKk9BtNBWpOVyTxUujpVgJjGL4aaatxm/yHkttpTZitZo8NBucNBtdtJrdtCqwTs3avHPspwU8NYAZEBWQFj+NhiIajcnSYPAsGHCpAQk9oaNoGoqSAmXxJ7VzAQBL0U2NXQnpzGRbAJTNSi1WN81ml6pbLcVKQ2e/d6rXJ28232Fymk3FvFW8BCUgmSkSVZ6KiZrLuypynU1TmTUvrRKYGIsXnr7QEFpiYZSVEX54aBINNHtoMZ/+PmjNxmJOR2kxenmrnJ42T0e/ZDKtymka57v26c/ozOaHl2ajlNPLl9OmeXPRjg+emX9g9F48O2nwRIqkYTERUqe+N5mSvytJk8hS7iuTMvNcytyqqEvuJ0uqnVbRYNXuTDup55XUelXEmLyffE8iXQlEVCQ702bKl6S0TvVP9WN2H956T/y0RKKqL6Ihin7yuyQU1Bhm+iGuQdE/FrkmgxAVdUo7M/1RwZFEoyYx20m6Lca3R6ipfqV4N5vOXK5PCjwhJgc8mowurtHyqc+30OYoparQyXpTKeuMbpUl78o3U5luYV2Og2p3EQ16J53pFlZrOm7QNDX3uU7TqNY0fqtpNBWaWOtw0pTt5PdaAU2FTlpNbrVLuc4RUKmslrRCVmn5ak63TkujK1fHtRkFrNQ0fq9pVGoa0ua1Mq/S0tRx44ZcIz0GN9VONzUmO02aSdGXZ9ZoGis0jRp1nUaLzU7LIrNq43pN49eaRmO6hdpCuwKi2+inOsfK72ZorNM0dV0/Q78jLU/Rlj5crWXQZSpljctNgxAGAJ8AAA0NSURBVMFLk9HIbzSNdi2d3y7KoFGAzZfNxwEa9O63CcmCgScN1+dZ1aENWSno8S+hXTNT7/AjO6ZrzEXUGV1U6/O5/Uvf4JXNG2jT0mkyuaj/6N9wcM+DKusgK8rySeUkgp5SOnONDJ71CdnER39uCXVZhbRYXfRmeWgqsNP6sf/F+L4n1FsHx3dRb7Cy8+orIRpJ/pEA1WLyP1PRKbZvHqTr7L+lSssgqLfRnWnknisuIcY0+2c9K304+MhdSgCCX//nZD5LclpHR+m/4N9oynPQpfdxXaaeG//lfDgyKnff9omMvEb/Bf9wLLfzcmOtEoqgxU1vrp+goUg9L4m08YZ1XKVlscFaQVOeE1kvna8GnpTmSWBSb3WzStPUX5998Z7badf0VOXbqbYW02Hy0ZnvVNo09uabvPLEI6zTsugweejQDDRm2dUgnmisVM+I5B9++Xka3GfQpxmoOnuZSiBHI1NUZTnp1NtpNHjUHw3o1kw0aGZ10KTd9RGGMjyK4Q+3SXosxqr8PERjrtMyufOc8xndlTwe9mR9E1VaNuuMVgY0jXsuv1z1ocbl4BpNY/PZX2b4jlu5QculP8vM2gKfur/1//xfgloa1/v8rLMX01LooVHTUXPO59X99Z/7LJeJ1bCUMbL7CWURVmRbVTp11/aHlWZfX1xMh87A5bnJcbd5P0ZlRh7NNjn8YldmtekkIuKTAk/8WYe1iBVa5rEE4qqSAK15LupkF7HeQ7vewfpPflYNcPi111mVmUOl3qq27q32l6ik358aOtRmohWOMmq1YuoLHTQbLfSe/XEiRyUfD5MjB7le07Mu30GDJ0BVgY0rC2yq3c1nltKQZaJWS+P56k71W0vRh6nVS/K7kLq8TK7QNB656TZ1794f/JQ6nZ2fFmTw1KUr1G99Z5/D6kInTblWrsjJosvopDY3j65AQN3f9MVzWGtIZ0NuCUOFfoI6D5XZRjZ98h/V/Vu+8i1qs930OZewQltEl85GV4GFjV//hrq/5R8vpEFOEGnpvLzjLl5orKNW06jNsao5qMxPm83FnBR4oqrzLUKoNd9C0OVjbCb7++T9tyP/E4nVOjuttlJl28d2P0f4zYPKvPRrBur1NtpzXKy1+NUZuwdbV9KmadSnZ7JGK2ClIZe2dAPtH/0I+0cPcuc/X6QYwJ4xdbDk2gIdQ8YALVlO9X7Xh5ZyjamIOi2Ph1rrlLS3FBXTqTfRmFvCKtnjmWamJd8OE2McnjxMUMunMS2bWy9frsz12oCbpkzxkRlUZZnoMfi5Ns9JW+kSldzedt5XadQ5WGXwsMLkoNHiVX677ROfU+9v+OoX1V+rX70omzoRMpOPlYVOmrV8Xn/oPtX/Si2bqo+dra6vFr/sdtNpqKBe51R/5EABeBI4aI16D/MuhiJqs0xs/sLnmB4Z5e7rV6mOdfnOot7opCfXSdf/Ppfx2DCbzv8Xda8l18pas1WdIKpzLVVLJa8+/Rzbr/sdD65YxZGbbqIuz0RjtoOBs89U4FRqadx+4Y8UE8P73kCY0GO0Up1jUtn6vg+dTa3Oqs75Pd7QpOi0ewLUFFhps5TRqHMTtHqVeX9p6zZ1f3DZx6hapHH/8qvV9xcbetlxw2oe7e7isUt/wXWZhQwYy+n0l6r7t533VWpkRcTopq7QRZO5mPo0PZs/K74N/tSziZ03rOShujpe3tBBmyTi5RCKzsYanV89c9e61Uy9/gIN555LS7ZeHYeryXPSJFkovYemk8FA70GTBuZblKRoBjZ/918ZG92jmCO9PLT9MRX1ic8Zfek1bvnhj7j568lBNvmWUqu30apz0uCsUIN6/fEd3PnTS3jshkpee3Qna7RsaiylDC4rV4AFLRZEUh/48c/U89P7X1H+bKWWIX+Kgd4zz6YmBV7jW+AJ42rzJSXnpyrXQk1aLo80tqs2WpedxVpN475f/VZ9f76yngd/fjmv7niUwW/8O2sMdjo0E22+pM+7VcDLttJq9MyA56VhkZHeTyR93rPNnTx56eU81drBbd1NtGtOGqxFrDMZ6dAyufU3v1R09t5zL5VaOg3OYmqyzGpKoYA7Cf6n8DpJ8Dy0LLKy9ac/Zs8LLyLh8s7KqiRzPlRB3dK/UdeyDNL2RYkcYesF32StSKXZRb3Nq0zcM9Vr6NTSVMDQ+/mvUZ9rojrPTu8ZS9X91aVFdObbWKmlc/+PfqraGX7hWRUUyGJv71lnU134ds3rcAeU1DfpvbQYvHS5ylRA89y2LcqH9hpL1bm6u5dfq9qrKy9TU5Umi5/1gTOp05tp1jsJ+pPg3XbeVxR4LUY3taJ5cqYwzUDvp76k3h/46leT7xdauOnsT3Ct3kyTyUmNwUFrnpm6LIt67sZvfpfOdDO1BU7q5ZSUyZ/UulMBb64mM4V2qq7Uctm1/kae6N1CjZZLU06u6uTzQ/289thj7Lh8uWJa59nJle5Hf/07rtVy1cnRZnupOpD4YEudmmO1eb2s1/KpztTTUuij42/PUvtCNtgqqE/Pp9FeouZS23+d/Kt9Tw9t4MDIKL1nfpT6LDPrtEU80lSv6Nf7vVQZCqgx+llhdVKvM6m5X+zgQV64535WaYuozkxny5W/Uc93fuJT1OQaaFhUSENWAbVmO1X5Vrrdi9X9zV+4gPoME0Gjh5YcN9WalZpMJ+2f/oq6P/BP36I1y05llp76bB2DOQ4a8xz0GMpYY3ezOqNQPffgdy5mRVo+9e5yKi1FtOpOwl29w7xqDYVu5lJSoCXrYiVte3bex5N1NbRq6cpcbq9dozoqDq1Sy6Mps5BGXVKC7626nl6Z67kstNuS852nKhup1DJYp1lYd8ZH2Pi9b1Mtp1qXnKHaqSz0061383u9BEElrNEWcfvPk2ZI5mUtZ/wNtfpimjSNx3q61TurLX76NJNafJX1tA4tg+01rere2sIAbXqnev4Pl1+jflsXWEaDlsuvtHzuuvhi6nwV1Oa7qC5bou7feeHFamyVOiPXZ+bzQM01Krmw/u/PVfe7vniu4sV1mWa6vvIPdH7hC6xbZKbZ4GWN2aFOI8mDt333Yqq0AuryXXSZSmgocKuJ+Vx4/27PzClgkZdna2hTgZPfzUw4n75jK9dnGGjIDVCXpqkB/eHHP6ZRy2GtXSJBpwouYqP7aDzjY6zKtrHpX76lnpt8/WXuvOy33LF8OdHd+7j7P7+t5kU3/iBpItf/6/epktUKg4tmk53aPAOtWjZbf/IT9X7TWX9DU0EJ12sF7H/hcfXbM8Egmy/8Ef3/dRF/+NVlHFCx7jTX2X3UZBhpk77nmHjhD3eq558d7Ofeq67k4dUNRI7spdZYQlDLY9sVSc0MvfEGD151Nfcsv4ZXb7qFvY/+Acmm3FWzVr2/d8f93HPlZdx7xQoik4eo+tDZdOmKWGd3Uqmz03FOUkN3b7mZ6iI/XXleavJd1Fn9NL6Dr7N5PJfrOYEnDc1GvyrDyB//Zzlbf/Jz7lzxe275wteozpcJuI6qr3yVhmydAnuV3UeTzsctP/gP/vDzS3misY5W91Luv+5qBv77P9l26SU8cP1VPLLqGp649hqq8qzq71Q+vfJaNv/iYh6pXM3mT3yW2hwLDelWKou8NBaYqNd0dHzzW7SU+KjWjAx99Qs8sPwX3Pjjn/Lw6ivZUXkNL1Y3sfPKGxj82Oe5UtPoTbexsthNfZaeto//HTdf9T8MXPQj7r785zz4+yt4cuV13HLhf1Ct6ek0+nh07WruvPDXDF76Y3ZceSVPrVrL/etW0ej+CH2FFdyx6iq2fO9SbrrsV9y/4joeWnMt9/zkYpVA6CnwstbopMHg5Ml1qxj64fe4/zc/5eEfXcTqfDtVeg+1Emn+JcATIOvzxJdkU5VZQFO+QU3A23IDNIv/KLDRkOehMc9FU6GLFi2P2mw91Rl66g02VuXk0aIV0rTITNUiswKgKlPHDdYiagqKWJehozYtnzXpOmp0btaZ3TQVFBMs9FCnd7BO56BxkVWdba/U2WjVF1OVrqNWs1CjFVKrGVmZmUVNWj5V+S7qCzw0WP1U59tpllO5eS4atXyCaQ4a0ozULTKzKttIVZaRlgIXq81FrNTpadB0rMnMpm2RjjVpOdRruVTr7dTIocpcA+1aocraVGXmU5tlpjrbSL3BQ2WenXUmN3UFbmrTTTSl66nNs3LdIj0NhiKChcU0K7N5an5vzpr3TjVukDSRONBC0crktSRXU9ep5yXbooo8M6skf3fPSJ/UHpqUJCavU20r6RQa0rb+LfN9rM0Zq6DaVs8k6SW/C82Zd2bqFN236qTPf4vOzDuK5qzxzfoubddLSQUQigcz/Z7FFxlD0mIlazWfkxhjpp8pHp1sfdLgnSzBD947NW2bzb8PwEtpz19hPeepwuyA5YPruU2vFppPWr3OxQflr5MHH2jeHJMUC61FJ9P+B+D9FYP3/wHU//6LJ39YIQAAAABJRU5ErkJggg==" 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,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" 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/192" target="_parent">Vol 10, No 4 (2021)</a> &gt;	<a href="https://ojs.fkip.ummetro.ac.id/index.php/matematika/article/view/4346/0" class="current" target="_parent">Muncarno</a>
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	<div id="articleTitle"><h3>PENGARUH MODEL PEMBELAJARAN BLENDED LEARNING TERHADAP KEMAMPUAN BERPIKIR KRITIS MATEMATIKA SEKOLAH DASAR</h3></div>
	

								                                
               	       Muncarno Muncarno<sup>(1*)</sup>, 								                                
               	       Nelly Astuti<sup>(2)</sup>, 								                                
               	       Nelly Astuti<sup>(3)</sup>, 				 
			<br>
	
																						
          
                         
		<br />(1)&nbspUniversitas Lampung																		
          
                         
		<br />(2)&nbspUniversitas Lampung																		
          
                         
		<br />(3)&nbspUniversitas Lampung				 
			<br> (*) Corresponding Author


	<br /><br />


	<br />
			<div id="articleAbstract">
		<h4>Abstract</h4>
		<br />
		<div><p><strong>Abstrak</strong></p><p>Masalah dalam penelitian ini adalah rendahnya kemampuan berpikir kritis matematika peserta didik kelas V SD Negeri 1 Metro Barat. Penelitian ini bertujuan untuk mengetahui pengaruh yang signifikan pada model <em>blended learning</em> terhadap kemampuan berpikir kritis matematika. Jenis penelitian ini yaitu eksperimen semu dengan desain <em>non-equivalent control group design</em>. Populasi berjumlah 36 orang peserta didik. Penelitian ini menggunakan teknik sampel jenuh berjumlah 36 peserta didik. Instrumen yang digunakan soal tes uraian mata pelajaran matematika. Analisis data menggunakan uji regresi sederhana. Hasil analisis data menunjukkan terdapat pengaruh yang signifikan pada penerapan model <em>blended learning</em> terhadap kemampuan berpikir kritis matematika peserta didik kelas V SD Negeri 1 Metro Barat dengan F<sub>hitung</sub>&gt;F<sub>tabel</sub> serta terdapat peningkatan kemampuan berpikir kritis peserta didik dengan kategori “Sedang”.</p><p> </p><p><strong>Kata kunci: </strong><em>blended learning</em>, kemampuan berpikir kritis, matematika</p><p> </p><p><strong><em>Abstract</em></strong><em></em></p><p><em>The problem in this research is the low critical thinking skills of students on grade </em><em>V</em><em> students elementary scholl 1 West Metro. The purpose of this trsearch is to determine the significant effect on the application of the blended learning models to the critical thinking skills mathematic. This type of research is quasi experimental research with the design used is non-equivalent control group design. The study population was 36 students and use the sample was saturated. The instrument used was the mathematics subject description test questions. Data analysis techniques using a simple regression test. The result showed there was a significant influence on the application of blended learning models on critical thinking skills mathematic of grade v students elementary school 1 West Metro with F<sub>count</sub>&gt;F<sub>table</sub> and there was an increase in student’s critical thinking skills which the criteria of “Medium”.</em></p><p><em> </em></p><p><em>Keywords: </em><em>blended learning, critical thinking, mathematics</em><em></em></p></div>
		<br />
		</div>
	
			<div id="articleSubject">
		<h4>Keywords</h4>
		<br />
		<div>blended learning, kemampuan berpikir kritis, matematika</div>
		<br />
		</div>
	
				
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		<h4>Full Text:</h4>
									<a href="https://ojs.fkip.ummetro.ac.id/index.php/matematika/article/view/4346/pdf" class="file" target="_parent">PDF (Bahasa Indonesia)</a>
														</div>
	
			<div id="articleCitations">
		<h4>References</h4>
		<br />
		<div>
							<p>Aizikovitsh-Udi, E., &amp; Cheng, D. (2015). Developing Critical Thinking Skills from Dispositions to Abilities: Mathematics Education from Early Childhood to High School. Creative Education, 06(04), 455–462.</p>
							<p>Azizah, M., Sulianto, J., &amp; Cintang, N. (2018). Analisis Kemampuan Berpikir Kritis Siswa Sekolah Dasar pada Pembelajaran Matematika Kurikulum 2013. Jurnal Penelitian Pendidikan, 35(1): 61-70.</p>
							<p>Bermingham, M. (2015). Clearing up “Critical Thinking”: Its Four Formidable Features. Creative Education, 6(4), 421-427.</p>
							<p>Cahyadi, F. D., Suciati, &amp; Probosari, R. M. (2012). Penerapan Blended Learning dalam Pembelajaran Biologi untuk Meningkatkan Kemampuan Berpikir Kritis Siswa. Pendidikan Biologi, 4(1),15-22.</p>
							<p>Dwiyogo, W. D. (2016). Pembelajaran Berbasis Blended Learning (Model Rancangan Pembelajaran). Malang: Wineka Media.</p>
							<p>Hasna, H. R., Fajriyah, K., &amp; Saputra, H. J. (2021). The Effect of Blended Learning Based on The Problem-Based Learning Model Assisted by Puzzle Media on The Critical Thinking Skills of Fifth Grade Students on Ecosystem Themes. Journal of Education Technology, 5(1), 14-22.</p>
							<p>Kalelioglu, F., &amp; Gulbahar, Y. (2013). The Effect Of Instructional Techniques On Critical Thinking And Critical Thinking Dispositions In Online Discussion. Educational Technology and Society, 17(1), 248–258.</p>
							<p>Kivunja, C. (2015). Using De Bono’s Six Thinking Hats Model to Teach Critical Thinking and Problem Solving Skills Essential for Success in the 21st Century Economy. Creative Education, 6(3), 380-391.</p>
							<p>Kriel, C. (2013). Creating A Disposition For Critical Thinking In The Mathematics Classroom. Proceedings of the Second Biennial Conference of the South African Society for Engineering Education , 67–75. Cape Town.</p>
							<p>Nugraha, D. G., Astawa, I. W., &amp; Ardana, I. M. (2019). Pengaruh Model Pembelajaran Blended Learning terhadap Pemahaman Konsep dan Kelancaran Prosedur Matematis. Jurnal Riset Pendidikan Matematika, 6(1), 75-86.</p>
							<p>Rahmawati, N. D., Rodliyah, I., &amp; Saraswati, S. (2021). Pengaruh Model Blended Learning terhadap Kemampuan Berpikir Kreatif pada Mata Kuliah Matematika Diskrit . Seminar Nasional SAINS TEKNOPAK Ke-5 (hal. 1-5). Jombang: LPPM UNHASY TEBUIRENG JOMBANG 2021.</p>
							<p>Riinawati. (2021). Hubungan Penggunaan Model Pembelajaran Blended Learning terhadap Hasil Belajar Matematika Siswa Sekolah Dasar. Jurnal Ilmu Pendidikan, 3(6), 3794-3801.</p>
							<p>Sahni, J. (2019). Does Blended Learning Enhance Student Engagement? Evidence from Higher Education. Journal of E-Learning and Higher Education, 2019, 1–14.</p>
							<p>Suana, W., Raviany, M., &amp; Sesunan, F. (2019). Blended Learning Berbantuan Whatsapp: Pengaruhnya terhadap Kemampuan Berpikir Kritis dan Kemampuan Pemecahan Masalah. Jurnal Ilmiah Penelitian dan Pembelajaran Fisika, 5(2), 37-45.</p>
							<p>Widiantari, N. K., Suarjana, I. M., &amp; Kusmariyatni, N. (2016). Analisis Kemampuan Berpikir Kritis Siswa Kelas IV dalam Pembelajaran Matematika . e-Journal PGSD Universitas Pendidikan Ganesha Jurusan PGSD, 4(1), 1-11.</p>
							<p>Zare, P., &amp; Othman, M. (2015). Students Perceptions toward Using Classroom Debate to Develop Critical Thinking and Oral Communication Ability. Asian Social Science, 11(9), 158-170.</p>
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		DOI: <a id="pub-id::doi" href="http://dx.doi.org/10.24127/ajpm.v10i4.4346">http://dx.doi.org/10.24127/ajpm.v10i4.4346</a>																				






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