Liselere Geçiş Sınavı ( LGS) 20 Haziranda, Yükseköğretim Kurumları Sınavı (YKS)ise 27-28 Haziranda yapılacak. Sınav yaklaşırken öğrenciler artan stres ve kaygı ile nasıl mücadele etmeli? Anne babalar çocuklarına nasıl destek olmalı?
Öğrenciler bu yıl koronavirüs süreci sebebiyle okullarından uzak kaldı. Dersleri uzaktan takip ederek sınavlara hazırlandı.
Yaşanan bu süreçte öğrenciler okul ve sınıf atmosferinden farklı olarak dersleri uzaktan eğitim ile aldı. Yakın zamana kadar evden çıkmaları belirli günlerde serbest olan gençlerin sınav hazırlığı telaşıyla kaygı seviyeleri daha da arttı.
Öğrencilerin hem başarısını ölçen hem de istedikleri okullara ve üniversiteye yerleşme imkânı sağlayan LGS ile YKS diğer sınavlar gibi adayların heyecanla hazırlandıkları bir dönem. Sınav takvimi yaklaştıkça hazırlıklar son aşamaya gelirken stres ve kaygı da artabiliyor.
Adayların sınavlarda daha rahat olması ve hazırlık sürecinin kolay olması için müfredat, sınav konuları, sınav süreleri ve baraj puanlarında bazı değişiklikler yapılmıştı.
Ergenlik ve sınava hazırlık süreci
Öğrencilerin evde sınava hazırlandıkları bu süreçte bazı yaş gruplarının ergenlik dönemi buhranlarıyla mücadelesi psikolojik anlamda dalgalanmaları artırdı.
Konuyla ilgili AKRA’ya değerlendirmelerde bulunan Psikolog Sebahattin Ertuç, “Bu dönemde yapılan sınavlar, gemiyi dalgalı bir denizde hedefe ulaştırmaya benziyor. Çocuğun dalgalarla mücadele edip gemiyi rahatça dümeniyle götürmesi kolay değildir. Dolayısıyla bu dalgalanmalarla ders çalışmak istemeyebiliyor, dalgalar onu başka yöne götürüyor yeniden derse odaklanmak için epey zaman geçiyor. Bu sebeple sınav sadece hayatın kendisi olmamalı. Sınav sadece hayatın bir parçasıdır” dedi.
Ertuç, “Ergenlik çağında olan gençlerin aynı zamanda gelişim dönemlerinde de oldukları için sadece sınava çalışmaya değil de hayatın başka şeylerine de ihtiyaçları olduklarını unutmamak lazım. Çünkü gelişmede hem zihinsel gelişim, hem duygusal gelişim, hem ruhsal gelişim ve bütün bunlarla birlikte bedensel gelişimler de çok önemlidir. Hepsi beraber giderse dengeli bir büyüme olur. Yoksa sadece bir tanesini çok fazla geliştirip diğerlerini bıraktığınız zaman anormalliktir. Yani o altın orana uymaz. Dolayısıyla bu gelişim düzeyinde anne babalar çocuklarına sürekli çalışma baskısı yapmamalı onların gelişimlerine destek vermelidir” ifadelerini kullandı.
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)
“Hedefe ulaşmak için hem hız hem enerji kontrol edilmeli”
Ertuç, “Öğrenciler sınava hazırlanırken planlamalar dahilinde en azından haftada bir gün kendileri için zaman ayırmalı. Çok hızlı koşan kişi hedefe ulaşmaz. Aynı zamanda o hızıyla birlikte enerjisini de ayarlayan kişi hedefe ulaşır. Saatlere çalışmak değil verimli çalışmak önemlidir.” dedi.
Anne babaların çocuklarıyla ilgili “Çocuğum acaba ders çalışırken mutlu mu?’’ sorusunu sorması gerektiğini onların sevgiye, mutluluğa, dinlenmeye, spora, kendilerini yenilemeye ihtiyacı var. Bu bütünlük sağlandığında başarı da beraberinde gelecektir” açıklamalarında bulundu.
Uzmanlar ayrıca, öğrencilerin sınava planlı bir şekilde hazırlanması gerektiğini, son günlerde kritik olduklarını düşündükleri konulara ağırlık vermesini, bol bol deneme sınavı çözmesini, rahatlamak için hoşlandıkları etkinlikleri yapmak üzere kısa molalar vermesini ve nefes egzersizleri yapmalarını öneriyor.
© İzinsiz ve kaynak gösterilmeden kullanılamaz.