bài 9: cho 4 chữ số 2,4,6,8
a.Hãy viết tất các số có 4 chữ số khác nhau.
b.Tính tổng các số vừa tìm được
Hãy nhập câu hỏi của bạn vào đây, nếu là tài khoản VIP, bạn sẽ được ưu tiên trả lời.
Các số đó là: 3089,3098,3908,3980,3809,8093,8039,8390,8309,8930,8903,9308,9380,9830,9803,9083,9038.
Tổng của các số đó là:128880
Các số là:
2035;2053;2305;2350;2503;2530;3025;3052;3205;3250;3502;3520;5023;5032;5203;5230;5302;5320
2035+2053+2305+2350+2503+2530+3025+3052+3205+3250+3502+3520+5023+5032+5203+5230+5302+5320=44563
Bài sai rùi các số có 4 chữ số mà có hơn nghìn số thì sao lại ít v???
Trả lời
a)Các số đó gồm:
246;264;426;462;642;624.
b)Tổng tất cả các chữ số trên là:
(2+4+6).6=72
Vậy tổng tất cả các chữ số trên là 72.
Tk:
![](data:image/png;base64,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)