Pentingnya Guru Memahami Kompetensi Murid melalui Asesmen Awal Pembelajaran 04 Juli 2022 ← Back
Jakarta, 4 Juli 2022 --- Sebagai tenaga pendidik, wajib hukumnya memahami kompetensi peserta didik sebelum mengawali pembelajaran guna memudahkan penentuan metode ajar yang tepat agar tujuan pembelajaran dapat tercapai dengan optimal. Untuk itu, Direktorat Jenderal Guru dan Tenaga Kependidikan (Ditjen GTK), Kementerian Pendidikan, Kebudayaan, Riset, dan Teknologi (Kemendikbudristek) kembali menyelenggarakan webinar Sapa GTK episode ke-6, Jumat (1/7), yang mengangkat tema “Ciptakan Pembelajaran Bermakna dan Berkualitas Melalui Asesmen Awal dan Pembelajaran Terdiferensiasi”.
Tema ini mengupas langkah-langkah asesmen awal pembelajaran dan pembelajaran terdiferensiasi agar tenaga pendidik memiliki informasi awal dalam mengimplementasikan Kurikulum Merdeka secara tepat. Pada prinsipnya, sekolah diberi kebebasan dalam memilih dan menerapkan kurikulum di sekolah. Untuk memudahkan hal ini, Direktur Jenderal (Dirjen) GTK, Iwan Syahril mengatakan bahwa Kemendikbudristek telah menyiapkan angket untuk membantu satuan pendidikan menilai tahap kesiapan dirinya sebelum menggunakan Kurikulum Merdeka.
“Terdapat tiga pilihan jalur sesuai dengan kondisi dan situasi setiap satuan pendidikan. Jalur pertama, yaitu Mandiri Belajar. Pilihan Mandiri Belajar memberikan kebebasan kepada satuan pendidikan saat menerapkan Kurikulum Merdeka pada beberapa bagian sesuai dengan prinsip Kurikulum Merdeka, tanpa mengganti kurikulum satuan pendidikan yang sedang diterapkan pada satuan pendidikan PAUD, kelas 1, 4, 7 dan 10,” terang Iwan.
Selanjutnya Iwan menjelaskan jalur kedua yang dapat dipilih adalah Mandiri Berubah. Pilihan ini memberikan keleluasaan kepada satuan pendidikan saat menerapkan Kurikulum Merdeka dengan menggunakan perangkat ajar yang sudah disediakan pada satuan pendidikan PAUD, kelas 1, 4, 7 dan 10. Sedangkan jalur ketiga adalah Mandiri Berbagi di mana satuan pendidikan diberikan keleluasaan menerapkan Kurikulum Merdeka dengan mengembangkan sendiri berbagai perangkat ajar pada satuan pendidikan PAUD, kelas 1, 4, 7 dan 10.
Dirjen Iwan mengungkapkan terdapat dua tahapan penting yang harus dilakukan sebelum para guru mengimplementasikan Kurikulum Merdeka dalam pembelajaran di kelas. Pertama yaitu penerapan asesmen awal pembelajaran dan pembelajaran terdiferensiasi. Dengan melakukan asesmen di awal pembelajaran, guru dapat mengumpulkan dan mengolah informasi untuk kemudian mengelompokkan para siswa berdasarkan tingkat capaian dan kemampuan yang serupa.
“Setelah mengetahui data dan kondisi para murid, guru dapat memberikan intervensi pengajaran dan beragam aktivitas pembelajaran sesuai dengan level pembelajaran tersebut, bukan hanya melihat dari usia dan kelasnya. Guru mengajarkan kemampuan dasar yang perlu dimiliki peserta didik dan menelusuri kemajuannya,” kata Iwan memberi penekanan.
Indriyati Herutami, Academic Manager di Sekolah Bina Cita Utama, Palangkaraya, yang merupakan salah satu pembicara dalam webinar tersebut menjelaskan bahwa pada dasarnya asesmen merupakan bagian terpadu dalam proses pembelajaran. Asesmen, menurut Indriyati, merupakan fasilitasi pembelajaran dan penyediaan informasi secara holistik, sebagai umpan balik pada peserta didik dan orang tua, agar dapat memandu mereka dalam menentukan strategi pembelajaran selanjutnya.
“Asesmen dirancang sesuai dan dilakukan sesuai dengan fungsi asesmen tersebut, dengan keleluasaan untuk menentukan teknik dan waktu pelaksanaan asesmen agar efektif mencapai tujuan pembelajaran. Selain itu asesmen harus dirancang secara adil, proporsional, valid, dan dapat dipercaya (reliable) untuk menjelaskan kemajuan belajar, menentukan keputusan tentang langkah dan sebagai dasar untuk menyusun program pembelajaran yang sesuai,” terang Indriyati.
Indriyati yang juga merupakan konsultan Pusat Studi Pendidikan dan Kebijakan (PSPK) tersebut menjelaskan bahwa proses merancang pembelajaran dan asesmen adalah satu kegiatan saling berkaitan, terpadu, dan tidak terpisah. Pada saat merancang pembelajaran, guru juga harus memperkirakan bentuk asesmennya.
Berikutnya, pembicara lain yaitu Oscarina Dewi menjelaskan mengenai pembelajaran berdiferensiasi. Ia mengungkap bahwa banyak orang berpikir menerapkan suatu metode pembelajaran bukanlah hal yang mudah karena harus membuat perencanaan dan kegiatan pembelajaran yang berbeda-beda untuk semua peserta didik di kelas.
“Menerapkan pembelajaran terdiferensiasi tidak sesusah yang dibayangkan, pada dasarnya guru-guru sudah mengimplementasikannya, tapi mungkin belum menyadarinya,” kata Oscarina dari Indonesian Primary Principal Global Jaya School, Tangerang Selatan.
Pembelajaran terdiferensiasi, terang Oscarina, membuat para guru fokus pada siswa-siswanya. Oleh karena itu, guru harus membuat keputusan yang masuk akal untuk mencapai tujuan pembelajaran. Seorang guru menurutnya, harus paham apa yang harus dia capai. Guru juga harus melihat kecenderungan murid seperti apa, harus merespons kebutuhan belajar, dan harus memperkirakan seberapa siap murid saat menerima pembelajaran tertentu.
“Guru harus memastikan pembelajaran yang sesuai dengan kebutuhan murid. Tidak terlalu sulit dan juga tidak terlalu mudah,” terang Oscarina sembari menegaskan bahwa seorang guru juga harus dapat mempersiapkan manajemen pembelajaran efektif di dalam kelas.
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Lbb0wvELNuY5bClkL/MbIsCPlOVhPwGYS8rCtdxXt+rZ9VyCx2owsh9WCPaN47u1ClQ8+WmXON8TeWnHw0F/wBkQY4MlBERtsSEsAl2EX2UP4u9rw/1L9mODsCAIxA7OdjoDUOFonJWmN8k9oysdjGTPZ2NwAocW1HzcqGOSHBxcJQwGwZHwwPb3leLrBIcck1gGGyZZEMR0WbZZ6QN5EIfDk6Be8dY5YSIdW0my0ddtt6baWlpcXHTi46addt6bbez8xLlkllnXbenO9H1f0fH2v8AS8Ps/wBZn/1W29Nttttttt9O+oGz1IPddlaJ2DzGK/ze3Q4a7ASbaSnuydMd4jd4D95BRpjmPvMUIkoxez/9K/8A0r/9K/8A2r/9KPoO/mxMC5WH5lt/F2K4UzNgS6BneERw++2geh25lVDz24AcC/7RUahhM72VB5ba1wMzbF5duMefYBbNIJPWlkXL2dmkO9/MTlF3dnDjns7LEG5R0P8AouKsQw5kEQ/m4YcMXbUB2WQvdD5QoAbqbLJHX5hPb/2fG/7fG/7fG/7fB/7P4D/tw5hj5RRuduOPNsxyTdvtHpLBPNjPxOjnVbbfRvr2222223p7Pza6TZ+hs+v+j4+1/peH2TfvL919LS0tLS0tPobb0YxcZ7EJ5HNgvOaWf8MT3aI+E1sD8wN2uriwSnE5coQZmWMchy90sdPctBOsPBpDQcux44JCRODP1mZmZicD9uqCJ9r4eIOmZl3jkok4+/oBqvqDBERbfn6EPdh16GrTgYbO9ASa4MztIc/LGDEO4Y0k5D7HTQ/Xz6Hs/M7sM5023176v6Pj7X+l4fZN+u37roev/foc3Nzc+rbQ9p4L7TFxhk0rm4ZxK0RJyPcdJ2fF2faNd4PFqZUMWBobEQMIH8paI/NAhVz3Yya0iAPlzJj1jA7gwZ6sJJwTBXN30hdrUb3CZuW9wz3gpT3iFEiJhXDY61h6Zmgwthc6QLkb3crTi5PoFzG25nOcSFwe8DVMhIV6IGALtMeYe1wxbFREO9rfsIZzHWNsYjlzAQLkxiLRgN2WlA+8BI7nxZzy7ap3jXUuTAgcNVJM1dSSqCmXS9mz5D72EPeavPukTWJJ1s/Y5CzCTRG2Fbbbbbbbbbbbbbbbb03oMNtvJ0SJ+w/o+Ptf6Xh9ky/4N/00jzA82LHnoxYsWLFjzZ82fNmzZs2fNizY82PNjzYjuckONHaBopEx2Rwbch2b8G+0xCjIKEDTWOo2MZCMIebgzvARvAGeWoyKfccQcJzE7TeDYvx0w+7qxsOXWMnhYcUA3Jtt7RjK8EVQ8RTMQBrWmDpCwKuu2RXDC17LGBNk5SuHujrKt92Gk9VtRrDNVTCHYaDRIhq8ebFCY6HgG83KqO8bY/NW0CewQdIrFHw13t9MTbxYPG3ZiB3bglxLGA8QozkEu30nYza5t2ry5snKk5JeSE3PMGBNPe7HJ3m9jd7SGIjrx6NPNp5tPRttttvp9n5jxiJ6NvpPof0fH2v9Lw+zYL3EgcsWfoQAACIHyPQAA9ABgPeg1Z+++TfPny48uSdUyLLFLV3xhqo3eItqDvCcDD7rRSzsEAW9MJ5+NkeuxsAXwoRgkNGJBdo2aiMNUg7/APVj5vz3yf8AVwcbHz3y/wDV+WW8zl7357Ls/wDV88+Rj2mfkvFpO2O3z/8AV+a8usD20vlnyzzbfmuPu35r54Bg9stta/Me5rfknLvDuDmZ3hDebCa3yN87/t8jfK/9nys//wC5Hlb5G3cyzvSnYL7Gd7vKgXfdhuPtKyu76ZJPz+g+ZfKvkXyr5X09tshf2oCNxY6v2H9Hx9r/AEvD7Q3za+ZfK3yvkvkvkvk6HyXyXyXyT5LfK3yjHeU95L735X5XPmTneRaxmQRiYWMbbwZNHjVl8GxXXgzZ3e6tk3eS3jMYHV3uxgb527kjbORY0Ij8j0mJFsfNj5s+emy9A+Z0v96BNkadMl+J663NvWerJa82WOxorxlxQmu2WPoyz0B0dkbOnNraztra9Ms6czvTLLLLLLLHpz1er6n6X9Hx9r/S8Ptdt+rlb+jbbZ17Jv8AEideyejY+WXE2J3R0Pws8Pcfm0u/ZM8dxLY64WFnTDoSm2FzO+jtLvXDpxPTaTJnpvEkE3uu1qYdX6L02fWz63ptttvXmX1cxPqfpf0fH2v9Lw+xeu/WUFs271SyyWEyu+iF4y9iVHWtmb3THsAsly5GAA7CJlsXKQ53bgfys+8Idfkml7QrfJNrZbc+l6Ny9p+bDq9H0voDWOEvoYu5GM9720q/XfWz62fWz9B9T9L+j4+1/peH2L6t65Z6ty2npnoZNuQb8LclfMlmYeC3jrHDp3jIPjXOusYTEgiAggS18X7jLL3dO+TlyfMWfMlnz6njpsvx6Hq9GfRh0PaJ6GZdnFhiyKhP2D62fQ9Wej6X6DP0H6H9Hx9r/S8PsX0vQnq+gsyefTk9VChhsMbouEGbFZQ7xCHKc6zkPeEgxYh7YrOYD019hk5Q0ni4tPS505uLPS9XozHTj30g2zmcLoNt8Ler6X1PV9TM+h6s9H6Gep+g/Q/o+Pp//9k=)
Biro Kerja Sama dan Hubungan Masyarakat
Sekretariat Jenderal
Kementerian Pendidikan, Kebudayaan, Riset, dan Teknologi
Laman: kemdikbud.go.id
Twitter: twitter.com/Kemdikbud_RI
Instagram: instagram.com/kemdikbud.ri
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Youtube: KEMENDIKBUD RI
Pertanyaan dan Pengaduan: ult.kemdikbud.go.id
#Merdeka Belajar
#Kurikulum Merdeka
Sumber : Siaran Pers Kementerian Pendidikan, Kebudayaan, Riset, dan Teknologi Nomor: 382/sipers/A6/VII/2022
Tema ini mengupas langkah-langkah asesmen awal pembelajaran dan pembelajaran terdiferensiasi agar tenaga pendidik memiliki informasi awal dalam mengimplementasikan Kurikulum Merdeka secara tepat. Pada prinsipnya, sekolah diberi kebebasan dalam memilih dan menerapkan kurikulum di sekolah. Untuk memudahkan hal ini, Direktur Jenderal (Dirjen) GTK, Iwan Syahril mengatakan bahwa Kemendikbudristek telah menyiapkan angket untuk membantu satuan pendidikan menilai tahap kesiapan dirinya sebelum menggunakan Kurikulum Merdeka.
“Terdapat tiga pilihan jalur sesuai dengan kondisi dan situasi setiap satuan pendidikan. Jalur pertama, yaitu Mandiri Belajar. Pilihan Mandiri Belajar memberikan kebebasan kepada satuan pendidikan saat menerapkan Kurikulum Merdeka pada beberapa bagian sesuai dengan prinsip Kurikulum Merdeka, tanpa mengganti kurikulum satuan pendidikan yang sedang diterapkan pada satuan pendidikan PAUD, kelas 1, 4, 7 dan 10,” terang Iwan.
Selanjutnya Iwan menjelaskan jalur kedua yang dapat dipilih adalah Mandiri Berubah. Pilihan ini memberikan keleluasaan kepada satuan pendidikan saat menerapkan Kurikulum Merdeka dengan menggunakan perangkat ajar yang sudah disediakan pada satuan pendidikan PAUD, kelas 1, 4, 7 dan 10. Sedangkan jalur ketiga adalah Mandiri Berbagi di mana satuan pendidikan diberikan keleluasaan menerapkan Kurikulum Merdeka dengan mengembangkan sendiri berbagai perangkat ajar pada satuan pendidikan PAUD, kelas 1, 4, 7 dan 10.
Dirjen Iwan mengungkapkan terdapat dua tahapan penting yang harus dilakukan sebelum para guru mengimplementasikan Kurikulum Merdeka dalam pembelajaran di kelas. Pertama yaitu penerapan asesmen awal pembelajaran dan pembelajaran terdiferensiasi. Dengan melakukan asesmen di awal pembelajaran, guru dapat mengumpulkan dan mengolah informasi untuk kemudian mengelompokkan para siswa berdasarkan tingkat capaian dan kemampuan yang serupa.
“Setelah mengetahui data dan kondisi para murid, guru dapat memberikan intervensi pengajaran dan beragam aktivitas pembelajaran sesuai dengan level pembelajaran tersebut, bukan hanya melihat dari usia dan kelasnya. Guru mengajarkan kemampuan dasar yang perlu dimiliki peserta didik dan menelusuri kemajuannya,” kata Iwan memberi penekanan.
Indriyati Herutami, Academic Manager di Sekolah Bina Cita Utama, Palangkaraya, yang merupakan salah satu pembicara dalam webinar tersebut menjelaskan bahwa pada dasarnya asesmen merupakan bagian terpadu dalam proses pembelajaran. Asesmen, menurut Indriyati, merupakan fasilitasi pembelajaran dan penyediaan informasi secara holistik, sebagai umpan balik pada peserta didik dan orang tua, agar dapat memandu mereka dalam menentukan strategi pembelajaran selanjutnya.
“Asesmen dirancang sesuai dan dilakukan sesuai dengan fungsi asesmen tersebut, dengan keleluasaan untuk menentukan teknik dan waktu pelaksanaan asesmen agar efektif mencapai tujuan pembelajaran. Selain itu asesmen harus dirancang secara adil, proporsional, valid, dan dapat dipercaya (reliable) untuk menjelaskan kemajuan belajar, menentukan keputusan tentang langkah dan sebagai dasar untuk menyusun program pembelajaran yang sesuai,” terang Indriyati.
Indriyati yang juga merupakan konsultan Pusat Studi Pendidikan dan Kebijakan (PSPK) tersebut menjelaskan bahwa proses merancang pembelajaran dan asesmen adalah satu kegiatan saling berkaitan, terpadu, dan tidak terpisah. Pada saat merancang pembelajaran, guru juga harus memperkirakan bentuk asesmennya.
Berikutnya, pembicara lain yaitu Oscarina Dewi menjelaskan mengenai pembelajaran berdiferensiasi. Ia mengungkap bahwa banyak orang berpikir menerapkan suatu metode pembelajaran bukanlah hal yang mudah karena harus membuat perencanaan dan kegiatan pembelajaran yang berbeda-beda untuk semua peserta didik di kelas.
“Menerapkan pembelajaran terdiferensiasi tidak sesusah yang dibayangkan, pada dasarnya guru-guru sudah mengimplementasikannya, tapi mungkin belum menyadarinya,” kata Oscarina dari Indonesian Primary Principal Global Jaya School, Tangerang Selatan.
Pembelajaran terdiferensiasi, terang Oscarina, membuat para guru fokus pada siswa-siswanya. Oleh karena itu, guru harus membuat keputusan yang masuk akal untuk mencapai tujuan pembelajaran. Seorang guru menurutnya, harus paham apa yang harus dia capai. Guru juga harus melihat kecenderungan murid seperti apa, harus merespons kebutuhan belajar, dan harus memperkirakan seberapa siap murid saat menerima pembelajaran tertentu.
“Guru harus memastikan pembelajaran yang sesuai dengan kebutuhan murid. Tidak terlalu sulit dan juga tidak terlalu mudah,” terang Oscarina sembari menegaskan bahwa seorang guru juga harus dapat mempersiapkan manajemen pembelajaran efektif di dalam kelas.
Biro Kerja Sama dan Hubungan Masyarakat
Sekretariat Jenderal
Kementerian Pendidikan, Kebudayaan, Riset, dan Teknologi
Laman: kemdikbud.go.id
Twitter: twitter.com/Kemdikbud_RI
Instagram: instagram.com/kemdikbud.ri
Facebook: facebook.com/kemdikbud.ri
Youtube: KEMENDIKBUD RI
Pertanyaan dan Pengaduan: ult.kemdikbud.go.id
#Merdeka Belajar
#Kurikulum Merdeka
Sumber : Siaran Pers Kementerian Pendidikan, Kebudayaan, Riset, dan Teknologi Nomor: 382/sipers/A6/VII/2022
Penulis : pengelola web kemdikbud
Editor :
Dilihat 19355 kali
Editor :
Dilihat 19355 kali