Hmm, disadari atau tidak, banyak orangtua yang tidak tahu mengapa anaknya mendapat nilai yang kurang memuaskan di sekolah. Karena kesibukan dalam mencari nafkah ataupun mengejar jenjang karir, akhirnya para orangtua menyerahkan penuh anak - anaknya pada guru les privatnya.
Padahal kemungkinan besar, sang anak memiliki masalah di dalam belajarnya. Untuk itu, kita harus bisa mengetahui bagaimana gaya belajar mereka, dan apa masalah yang dihadapi saat belajar.
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)
Mengenal Gaya Belajar Anak
Setiap
anak memiliki perbedaan dan ciri khusus antara yang satu dengan yang
lain. Secara fisik, perbedaan setiap anak dapat dilihat secara kasat
mata. Namun perbedaan pola berpikir, cara – cara merespon atau
mempelajari sesuatu yang baru sangat sulit kita ketahui perbedaannya
jika kita tidak memperhatikan secara seksama, atau setidaknya lebih
sering memperhatikan sikap atau tingkah laku mereka sehari - hari.
Dalam
belajar, setiap anak memiliki kelebihan dan kekurangan dalam menyerap
pelajaran. Maka dari itu dalam dunia pendidikan dikenal berbagai metode
untuk memenuhi tuntutan perbedaan individual tersebut.
Dalam
kehidupan sehari – hari, sering kita lihat para orang tua yang
melakukan berbagai cara untuk membuat anaknya menjadi berprestasi. Dari
menyekolahkan anaknya ke sekolah favorit, hingga mengikutkannya ke
berbagai kursus maupun les privat yang terkadang menyita waktu bermain
atau bersoaialisasi dengan teman – teman sebayanya. Namun usaha – usaha
tersebut seringkali belum membuahkan hasil seperti yang diharapkan,
bahkan tidak jarang justru menimbulkan masalah baru bagi anaknya.
Nah, jika demikian, apa yang sebenarnya terjadi ? Mengapa anak – anak tidak kunjung berprestasi ?
Jika
boleh saya menjawab, menurut pengamatan dan pengalaman saya dalam
mengajar selama ini, salah satu faktor penyebabnya adalah
ketidaksesuaian cara belajar yang dimiliki oleh anak dengan metode
belajar yang diterapkan dalam proses pembelajaran yang dijalaninya,
termasuk dalam mengikuti kursus atau les privat. Yang dimaksud cara
belajar disini adalah kombinasi cara individu menyerap, mengatur, dan
mengelola informasi.
Berdasarkan
kemampuan yang dimiliki otak dalam menyerap, mengelola, dan
menyampaikan informasi, maka cara belajar dapat dikelompokkan ke dalam
tiga gaya belajar, yaitu visual, auditorial, dan kinestetik. Dan masing –
masing gaya belajar ini memiliki karakteristik yang berbeda satu sama
lain. Pada tulisan saya mengenai gaya belajar, telah saya singgung ciri –
ciri ketiga gaya belajar di atas.
Adanya
pengkategorian ini bukan berarti bahwa anak atau individu hanya
memiliki satu karakteristik cara belajar tertentu saja melainkan
memiliki ketiganya, hanya saja lebih cenderung pada salah satu di antara
tiga gaya belajar tersebut. Kecenderungan inilah yang menyebabkan anak
yang bersangkutan jika memperoleh rangsangan yang sesuai dalam belajar
akan cenderung lebih menyerapnya.
Dengan
memperhatikan gaya belajar yang paling menonjol pada anak, siswa
ataupun individu, maka diharapkan para orangtua dan guru dapat
menyelenggarakan proses pembelajaran secara arif, bijaksana, dan tepat.
Dan bagi para siswa yang mengalami kesulitan belajar, cobalah untuk
mulai merenungkan dan mengingat – ingat kembali apa gaya belajar yang
dirasakan paling efektif, atau paling nyaman.
Penyebab Timbulnya Masalah Kesulitan Belajar
Berdasarkan
penelitian yang dilakukan oleh para ahli yang menaruh perhatian pada
masalah kesulitan belajar, ditemukan faktor penyebabnya yaitu :
a. Faktor Keturunan
Berdasarkan
penelitian Hallgren, apabila ada salah satu anggota keluarga yang
mengalami kesulitan dalam membaca, menulis, dan mengeja itu disebabkan
karena faktor keturunan. Hal ini diperkuat oleh hasil penelitian Hermann
yang mempelajari dan membandingkan anak kembar yang berasal dari satu
sel telur dengan anak kembar yang berasal dari dua sel telur. Ternyata
anak kembar yang berasal dari satu sel lebih mempunyai kesamaan kesulitan membaca daripada anak kembar yang berasal dari dua sel.
b. Gangguan Fungsi Otak
Ada
pendapat yang menyatakan bahwa anak yang lamban belajar mengalami
gangguan pada syaraf otaknya. Hanya saja cuma sedikit tanda cedera pada
otak. Sehingga para ahli tidak terlalu menganggap cedera otak sebagai
penyebabnya, kecuali ahli syaraf membuktikan masalah ini.
c. Pengorganisasian Berpikir
Siswa
yang mengalami kelambanan atau kesulitan belajar akan mengalami
kesulitan dalam menerima penjelasan tentang pelajaran. Salah satu
penyebabnya adalah karena tidak mampu mengorganisasikan cara berpikirnya
secara baik dan sistematis. Jadi anak yang sulit membaca akan sulit
pula merasakan atau menyimpulkan apa yang dilihatnya.
d. Kekurangan Gizi
Kekurangan
gizi menjadi salah satu penyebab terjadinya kelambanan atau kesulitan
belajar karena apabila pada awal pertumbuhan seorang anak kekurangan
gizi, maka keadaan itu akan mempengaruhi perkembangan syaraf utamanya
sehingga menyebabkan kurang baik dalam proses belajarnya.
e. Faktor Lingkungan
Gangguan
yang disebabkan dari faktor lingkungan contohnya adalah kepedihan hati,
tekanan keluarga, dan kesalahan pola asuh yang diterapkan kepada anak.
Sehingga lingkungan yang tidak menguntungkan dapat mempengaruhi proses
belajar siswa.
Membantu Mengatasi Masalah Kesulitan Belajar
a. Berikan
perintah yang terperinci. Karena anak – anak mengalami kesulitan
belajar, guru perlu mengulang atau memberikan perintah baru ketika tahap
pelajaran berikutnya dimulai.
b. Gunakan
semua indera pada saat mengajar. Jika perlu, tanyakan pada orangtua
atau guru lainnya, indera mana yang potensial bagi anak untuk dapat
belajar dengan maksimal.
c. Sebisa
mungkin jangan ada gangguan di dalam kelas, karena anak – anak ini
mudah terganggu. Gambar – gambar, mainan, atau barang – barang yang tidak diperlukan sangat berpeluang mengganggu konsentrasi mereka.
d. Sampaikan
pelajaran dengan menggunakan contoh – contoh konkret. Anak yang
mengalami kesulitan dalam belajar akan memahami maknanya jika ia dapat
melihat dan merasakan apa yang dijelaskan.
e. Memperhatikan
beberapa anak yang mengalami kesulitan dalam belajar ini terlihat
sangat aktif atau bahkan terlalu aktif. Maka kita harus berusaha supaya
anak ini terus berada di dekat kita. Kontak fisik seperti merangkul atau
memegang pundak bisa meningkatkan perhatian mereka.
*120712
Sumber:
Conny Semiawan, A.S. Munandar, dan S.C.U. Munandar (1984). Memupuk Bakat dan Kreativitas Siswa Sekolah Menengah: Petunjuk Bagi Guru dan Orangtua. Jakarta: Gramedia.
· DePorter(2001). Quantum Learning. Bandung: Kaifa.
Mohammad Asrori(2009). Psikologi Pembelajaran. Bandung: CV Wacana
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