1000+100=?
ai nhanh nhất mik tik cho
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= cái gì để mình biết mình còn trả lời chứ @_@
Số số hạng của dãy số trên là :
( 100 - 1 ) : 1 + 1 = 100 ( số )
Tổng của dãy số trên là :
( 100 + 1 ) x 100 : 2 = 5050
Đáp số : 5050
a) (459 - 859) + (- 100 - 174)
= - 400 + (- 274)
= - 674
b) 1000 - 450 + 98 - 720 + 450
= (1000 - 450 + 450) + 98 - 720
= 1000 + 98 - 720
= 1098 - 720
= 378
c) (- 75 + 100) - (- 480 - 75 - 100)
= 25 - (- 655)
= 680
~Study well~
#QASJ
\(100+\left(-570\right)+\left(-234\right)+\left(-430\right)\)
\(=-1134\)
chuc bn hoc gioi!
mnhae
bn
^^______^^
= 30
=100
= 100
= 100
= 90
= 1100
= 2660
K MINH NHA MINH K LAI CHO
15+15=30
30+70=100
33+67=100
22+78=100
45+45=90
100+1000=1100
2000+660=2660
kik nhé các bn
100 + x = 400 - 100
100 + x = 300
x = 300 - 100
x = 200
mik tk bạn rồi nha,tk lại mk nha
1000 + 100 = 1100
mik nhanh nhất nè![Kết quả hình ảnh cho hikami sumire gì](data:image/jpeg;base64,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)
1000 + 100 =1100