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Video, öğrencilerin ilk yazılı sınavına hazırlık amacıyla hazırlanmış olup, kuvvet hareketi ünitesinin tüm konularını kapsamlı bir şekilde özetlemektedir."]},"endTime":3534,"title":"10. 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İşaretleri","list":{"type":"unordered","items":["İvme, delta v bölü delta t formülüyle tanımlanır ve hızlanana artı, yavaşlayana eksi işaret verilir.","Artı yönde hızlanıyorsa ivme pozitif, artı yönde yavaşlıyorsa ivme negatif, eksi yönde hızlanıyorsa ivme pozitif, eksi yönde yavaşlıyorsa ivme negatif olur.","İvmeli harekette hız değişimi olduğundan konum-zaman grafiğinde parabolik grafikler görülür."]},"beginTime":1505,"endTime":1582,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=1505&ask_summarization=1"},{"index":14,"title":"Konum-Zaman Grafiği","list":{"type":"unordered","items":["Sabit hızda konum-zaman grafiğinde çarpı işareti görülürken, ivmeli harekette hızlanma durumunda x'e göre parabolik grafik çizilir.","Yavaşlama durumunda ise t'ye göre parabolik grafik çizilir.","İvmeli harekette hız değişimi olduğundan konum-zaman grafiğinde parabolik grafikler görülür."]},"beginTime":1582,"endTime":1684,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=1582&ask_summarization=1"},{"index":15,"title":"Hız-Zaman ve İvme-Zaman Grafiği İlişkisi","list":{"type":"unordered","items":["Hız-zaman grafiğinin eğimi ivmeyi verir, ivme-zaman grafiğinin alanı ise hızdaki değişimi (delta v) verir.","Artı yönde sabit ivmeli harekette hız-zaman grafiği doğrusal olur ve ivmenin sabit olduğu, hızındaki değişim sabit olduğu anlamına gelir.","İvmeli harekette eşit zaman aralıklarında alınan yol artar, bu nedenle konum-zaman grafiğinde parabolik bir şekil oluşur."]},"beginTime":1684,"endTime":1842,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=1684&ask_summarization=1"},{"index":16,"title":"İvmeli Hareket Grafiği ve Formüller","list":{"type":"unordered","items":["Pozitif yönde yavaşlayan bir cismin ivmesi negatif yönde sabit olur ve eşit zaman aralıklarında azalarak yol alır.","İvmeli harekette x = v_ortalama × t formülü kullanılır, ancak ilk hız değeri yoksa x = v_ortalama × t + v₀ × t formülü kullanılır.","Hız zaman grafiğinden hız, ivme zaman grafiğinden ivme, hız zaman grafiğinden hız değişimi ve ivme zaman grafiğinden alan hesaplanabilir."]},"beginTime":1849,"endTime":2050,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=1849&ask_summarization=1"},{"index":17,"title":"İvmeli Hareketin Özellikleri","list":{"type":"unordered","items":["İlk hızı sıfır olan ve sabit ivme ile hareket eden cismin yer değiştirmesi ivme ile doğru orantılıdır ve sürenin karesi ile doğru orantılıdır.","İvmeli hareketlerde cismin hız ve ivme vektörleri aynı yönde ise cisim hızlanır, farklı yönde ise yavaşlar.","İvmeli hareketlerde hız değişimi, ivme ile zamanın çarpımına eşittir (Δv = a × t)."]},"beginTime":2050,"endTime":2088,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=2050&ask_summarization=1"},{"index":18,"title":"İvmeli Hareket Örnekleri","list":{"type":"unordered","items":["Hız zaman grafiğinden konum zaman grafiği çizilirken, eşit zaman aralıklarında artan yol alındığında parabolik bir grafik elde edilir.","İvme zaman grafiğinden hız zaman grafiği çizilirken, ivmenin pozitif veya negatif olduğu ve sabit olduğu belirlenir.","İvmeli hareketlerde yer değiştirme, grafiğin altında kalan alan hesaplanarak veya v_ortalama × t formülü kullanılarak bulunabilir."]},"beginTime":2088,"endTime":2583,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=2088&ask_summarization=1"},{"index":19,"title":"Serbest Düşme Hareketi Analizi","list":{"type":"unordered","items":["Hız-zaman grafiğinde cismin ivmesi pozitif sabit olarak 10 m/s² olarak hesaplanmıştır.","Her aralıktaki yer değiştirmesi, ortalama hız çarpı zaman formülüyle hesaplanmıştır: 10 m/s² × 1 saniye = 5 metre, 10 m/s² × 2 saniye = 15 metre, 10 m/s² × 3 saniye = 25 metre.","Yer değiştirmesi grafiği parabolik olarak çizilmiştir: 1 saniyede 5 metre, 2 saniyede 20 metre, 3 saniyede 45 metre."]},"beginTime":2586,"endTime":2672,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=2586&ask_summarization=1"},{"index":20,"title":"Serbest Düşme Hareketinin Özellikleri","list":{"type":"unordered","items":["Yatayda ivmeli hareket, düşey pozisyonda serbest düşme olarak adlandırılır ve düşen cismin ivmesi dünyanın yerçekimi ivmesi olan 10 m/s²'dir.","Serbest düşme hareketinde cisim birim zamanda hızlanır ve daha fazla miktarda yol alarak ilerler.","Düşen cisimler yerçekimi ivmesine maruz kalır, yukarıya doğru çıkan fırlatılan cisimler ise yerçekimi ivmesine zıt yönde olduğundan yavaşlar."]},"beginTime":2672,"endTime":2784,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=2672&ask_summarization=1"},{"index":21,"title":"Serbest Düşme Hareketinde Örüntüler","list":{"type":"unordered","items":["Serbest düşme hareketinde, t kadar sürede düşülen mesafe t² kadar olur: 1 saniyede h, 2 saniyede 4h, 3 saniyede 9h.","Hız verildiğinde, bir saniye sonra alınan yol, verilen hızın 1/5 fazlası kadar olur.","Bu örüntü, soru çözümlerinde hız ve yer değiştirmesi arasındaki ilişkiyi anlamak için kullanışlıdır."]},"beginTime":2784,"endTime":2878,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=2784&ask_summarization=1"},{"index":22,"title":"İki Boyutlu Sabit İvmeli Hareket","list":{"type":"unordered","items":["İki boyutlu sabit ivmeli harekette hem yatayda hem düşeyde hareket edilir, düşeyde yerçekimi ivmesine maruz kalınarak ivmeli hareket yapılırken, yatayda herhangi bir kuvvet olmadığı için sabit hızla gidilir.","Yatayda alınan yol (menzil) yataydaki hız ile süre çarpılarak bulunur, düşeydeki yol ise düşeydeki hız ile süre çarpılarak hesaplanır.","Yatayda sabit hızla hareket edilirken, düşeyde yerçekimi ivmesi nedeniyle hızlanma gerçekleşir ve her bir zamanda hız 10 m/s artar."]},"beginTime":2903,"endTime":3033,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=2903&ask_summarization=1"},{"index":23,"title":"Örnek Problemler","list":{"type":"unordered","items":["Bir top 50 m/s hızla fırlatıldığında, düşey hızı 40 m/s olan top 4 saniyede yukarı çıkar ve 4 saniyede aşağı iner, toplam 8 saniye havada kalır.","Yataydaki menzil 30 m/s hızla 8 saniye boyunca gidilerek 240 metre olarak hesaplanır.","Düşeydeki maksimum yükseklik (h-max) 4 saniye havada kalınarak 80 metre olarak bulunur."]},"beginTime":3033,"endTime":3196,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=3033&ask_summarization=1"},{"index":24,"title":"Grafiksel Gösterim","list":{"type":"unordered","items":["Yatayda sabit hızla hareket edildiğinde konum-zaman grafiğinde çarpı işareti görülür, düşeyde ise ivmeli hareket nedeniyle parabolik bir grafik oluşur.","Eğik atılan bir top için yataydaki menzil çarpı işareti şeklinde, düşeydeki yol ise parabolik bir grafikle gösterilir.","Hız-zaman grafiğinde yataydaki hız sabit kalırken, düşeyde hızlanma ve yavaşlama hareketleri gösterilir."]},"beginTime":3196,"endTime":3332,"href":"/video/preview/9097814802488901056?parent-reqid=1765136990928547-11927847333863909162-balancer-l7leveler-kubr-yp-vla-47-BAL&text=GENERAL+FSF&t=3196&ask_summarization=1"},{"index":25,"title":"Örnek Soru Çözümü","list":{"type":"unordered","items":["45 metre yükseklikteki balkondan 40 m/s hızla fırlatılan bir topun ivmesi 10 m/s² olarak hesaplanır.","Top 3 saniyede yere ulaşır ve bu süre içinde 120 metre menzil alır.","Yere çarpma hızı, yataydaki sabit hız (40 m/s) ile düşeydeki hız (30 m/s) toplamı olan 50 m/s olarak 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