Một ô tô đi trong 3,5 giờ được 154 km.Hỏi với vận tốc như vậy , ô tô đi quãng đướng 110 km hết bao nhiêu thời gian ?
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![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Vận tốc của ô tô là : 154 : 3,5 = 44 ( km/giờ )
Quãng đường dài 110 km hết số giờ là :
110 : 44 = 2,5 ( giờ )
Đ/s : 2,5 giờ
Mọ người ủng hộ nha, tui bị trừ hết điểm rồi huhu
![](https://rs.olm.vn/images/avt/0.png?1311)
Vận tốc ô tô đó là:
154 : 3,5 = 44 (km/giờ)
Thời gian ô tô đó đi quãng đường dài 110km là:
110 : 44 = 2,5 giờ = 2 giờ 30 phút
Đáp số: 2 giờ 30 phút
![](https://rs.olm.vn/images/avt/0.png?1311)
Đề bài :
Một ô tô đi trong 3,5 giờ được 154 km . Hỏi với vận tốc như vậy,ô tô đó đi quãng đường dài 110 km hết bao nhiêu thời gian ?
Bài giải :
Vạn tốc của ô tô là :
154 : 3,5 = 44 ( km/giờ )
Với vận tốc như vậy , ô tô đó đi quãng đường dài 110 km hết số thời gian là :
110 : 44 = 2,5 ( giờ )
Đáp số : 2,5 giờ .
vận tốc của ô tô là:154:3,5=44(km/giờ)
Thời gian ô tô đó đi 110km là:110:44=2,5(giờ)
Đáp số: 2,5 giờ
![](https://rs.olm.vn/images/avt/0.png?1311)
Van toc cua o to do la: 154 : 3,5 = 44 ( km/gio )
O to do di het quang duong dai 110 km thi can so thoi gian la: 110 : 44 = 2,5 ( gio )
![](https://rs.olm.vn/images/avt/0.png?1311)
Vận tốc của ô tô là:154 :3,5=44(km/giờ)
Ô tô đó đi quãng đường 110 km hết số thời gian là:
110:44=2,5 (giờ)
Đáp số :2,5 giờ
K MIK NHA
Bài làm của mình![](data:image/png;base64,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)