Trang chủ / Giải bài tập / Lớp 10 / Vật lí / Bài 1: Gia tốc và Đồ thị vận tốc - thời gian
Bài 1: Gia tốc và Đồ thị vận tốc - thời gian
Hướng dẫn giải Câu hỏi 1 (Trang 29 SGK Vật lý 10, Bộ Cánh diều)
<p><strong>Câu hỏi 1 trang 28 Vật Lí 10: </strong>Một ô tô tăng tốc từ lúc đứng yên, sau 6,0 s đạt vận tốc 18 m/s.</p>
<p>Tính độ lớn gia tốc của ô tô.</p>
<p><strong>Lời giải:</strong></p>
<p><img class="wscnph" style="max-width: 100%;" 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" 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