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![](https://rs.olm.vn/images/avt/0.png?1311)
a ) Trung bình mỗi ngày của hàng bán số lít nước mắm là :
4785:5=957(L)
b) Trong 4 ngày sau trung bình mỗi ngày cửa hàng bán đc số lít nước mắm là :
( 4785-49 ):4=1184(L)
![](https://rs.olm.vn/images/avt/0.png?1311)
a) Trung bình mỗi ngày cửa hàng bán được số lít nước mắm là:
4785 : ( 1 + 4 ) = 957 ( l )
b) 4 ngày sau cửa hằng bán được số lít nước mắm là:
4785 - 49 = 4736 ( l )
Trung bình 4 ngày sau cửa hàng bán được số lít nước mắm là:
4736 : 4 = 1184 ( l )
Đáp số: a): 957 l nước mắm.
b): 1184 l nước mắm.
một cửa hàng bán được 6 lít nước trong một ngày .hỏi trong 3 ngày cửa hàng đó bán được bao nhiêu lít nước
![](https://rs.olm.vn/images/avt/0.png?1311)
a) Cả hai ngày của hàng bán được:
\(\dfrac{1}{4}+\dfrac{1}{3}=\dfrac{7}{12}\)(phần)
b) Của hàng còn lại :
\(1-\dfrac{7}{12}=\dfrac{5}{12}\)(phần)
![](https://rs.olm.vn/images/avt/0.png?1311)
đề là 1/3 nước mắm còn lại hay là 1/3 tổng số nc mắm z bạn
![](https://rs.olm.vn/images/avt/0.png?1311)
cả 2 ngày cửa hàng bán đc số phần của số lít mắm là:1/4+1/3=7/12 phần
cửa hàng còn lại số phần của số lít nc mắm là:1-7/12=5/12(phần)
![](https://rs.olm.vn/images/avt/0.png?1311)
tuần đầu bán số lít nước mắm là360:2=180l
tuần 2 bán số lít nước mắm là :[360-180]:2=90
con la so lit nuoc mam la:360-[189=90]=90
bạn khánh linh ơi bạn có trả lời sai ko vậy chắc bạn tính nhầm rồi đó
Tham khảo:
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)