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![](https://rs.olm.vn/images/avt/0.png?1311)
ta có :
r x r =50,24:3,14=16 = 4 x 4
=> r = 4 cm
Chu vi hình tròn là:
4 x 2 x 3,14 =25,12(cm)
Đ/s:..........
![](https://rs.olm.vn/images/avt/0.png?1311)
tổng chu vi của ba hình tròn bé là: 25, 12 (cm)
Đúng nha. Thầy mình chữa rồi.
![](https://rs.olm.vn/images/avt/0.png?1311)
Đổi : 25% = 1/4
DT hình tròn bé bằng 1/4 DT hình tròn lớn => bán kính hình tròn bé bằng 1/4 bán kính hình tròn lớn.
Bạn vẽ sơ đồ tổng tỉ, bán kính của hình tròn bé là 1 phần, bán kính hình tròn lớn là 4 phần, tổng là 30 cm.
Tổng số phần bằng nhau là :
1 + 4 = 5 ( phần )
Bán kính hình tròn lớn là :
30 : 5 * 4 = 24 ( cm )
Diện tích hình tròn lớn là :
24 * 24 * 3,14 = 1808,64 ( cm2 )
Đ/S : 1806,64 cm2.
![](https://rs.olm.vn/images/avt/0.png?1311)
Hình tròn bé có chu vi = 1/3 chu vi hình tròn lớn nên bán kính hình tròn bé = 1/3 bán kính hình tròn lớn
Bán kính hình tròn bé là :
4 : ( 3 - 1 ) x 1 = 2 ( cm )
Diện tích hình tròn bé là :
2 * 2 * 3,14 = 12,56 ( cm2 )
Đ/S 12 ,56 cm2
Nguyễn Khắc Vinh tính diện tích hình trong lớn chứ!!!
diện tích hình tròn lớn là 113,04 cm2 hả??
75675675678568587645745775474785685685856868454
![](https://rs.olm.vn/images/avt/0.png?1311)
vậy chu vi hinh tron nho la
50.24:(3+1)=12.56
=>Chu vi hinh tron lon la:
12.56*3=37.68
Bán kính hình tròn nhỏ là
12.56:(3.14*2)=2
Diện tích hình tròn nhỏ là
2*2*3.14=12.56
Diện tích hình tròn lớn la
12.56*9=113.04
![](https://rs.olm.vn/images/avt/0.png?1311)
bán kính hình tròn lớn là: 31,4:2:3,14= 7,85 dm
bán kình hình bé là: 7,85x3/5= 4,71 dm
diện tích hình tròn bé là: 4,71x2x3,14= 29,5788 dm2
diện tích hình tròn lớn là: 7,85x2x3,14=.../bn tự tính nhé/
phần tô màu có diện tích là: lấy diện tích hình tròn lớn trừ đi diện tích hình tròn bé
đ/s:..
đến đây mk bận r nên nhờ bn tính nha, k mk nhé
hình đây nha các bạn.![](data:image/png;base64,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)
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