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![](https://rs.olm.vn/images/avt/0.png?1311)
Giải
Thời gian đi từ A đến B là 11h30ph - 7h30ph = 4h
Quãng đường AB dài là 4×65,5=262(km)
Đổi 30ph=1/2h
Thời gian ô tô đi từ B về A là
262 : 52,4 + 1/2 = 11/2 (h) = 5h 30ph
Đ/S ....
bạn ơi, lưu ý là bài hỏi : ô tô về đến A LÚC MẤY GIỜ,chứ ko phải từ B đến A hết bao nhiêu giờ nhé
Đáp án đúng là : 11h 30ph cộng 5h 30ph bằng 16h 60ph bằng 17h bằng 5 giờ chiều
Đáp Số : 5 giờ chiều
![](https://rs.olm.vn/images/avt/0.png?1311)
thời gian ô tô đi là : 8h6p - 6h30p = 1,6h
\(S=V.t=50.1,6=80km\)
o tô lúc về là : 8h6p + \(\dfrac{5}{12}\) = \(\dfrac{511}{60}\)h
=> thời gian o tô đi về là : 80 : 60 = \(\dfrac{4}{3}h\)
=> thời gian oto về là : \(\dfrac{511}{60}+\dfrac{4}{3}=9,51h\)
![](https://rs.olm.vn/images/avt/0.png?1311)
A) thời gian ô tô đi hết quãng đường AB là : 8 giờ 51 phút - 5 giờ 15 phút = 3 giờ 36 phút = 3.6 giờ quãng đường AB dài là : 55 x 3.6 =198 (km) b) thời gian ô tô đi từ B về A là : 198: 60= 3.3 giờ = 3 giờ 18 phút ô tô về A lúc : 8 giờ 51 phút + 45 phút + 3 giờ 18 phút = 12 giờ 54 phút
noice (:
ơ kìa sao giống quá v?
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)