Một cái nong hình tròn có chu vi đo được 376,8cm. Tính diện tích cái nong ra mét vuông?
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![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Bán kính của cái nong là :
376,8:3,14:2 = 60 (cm)
Diện tích cái nong là :
60x60x3,14 = 11304 cm2
= 1,1304 m2
Đáp số:1,1304 m2
![](https://rs.olm.vn/images/avt/0.png?1311)
Bán kính cái nong hình tròn đó là :
376,8 : 3,14 : 2 = 60 (cm)
Diện tích cái nong hình tròn đó là:
60 x 60 x 3,14 = 11304 (cm2)
Đổi : 11304 cm2 = 1,1304m2
Đáp số : 1,1304 m2
bán kính của cái nong là:
376,8 : 3,14 :2 =60 (cm)
đổi 60 cm =0,6 m
diện tích cái nong là :
0,6 *0,6*3,14=1.1304(m)
Đáp số ; 1,1304 mét
![](https://rs.olm.vn/images/avt/0.png?1311)
Chu vi 1 cái nong hình tròn đó là:
40x2x3,14=251,2( cm)
Diện tích cái nong hình tròn đó là:
40x40x3,14=5024( cm2)
Đs: Cv= 251,2cm
DT= 5024cm2
![](https://rs.olm.vn/images/avt/0.png?1311)
Chu vi cái nong là :
0.8 x 2 x 3.14 = 5.024 ( m )
Đáp số : 5.024 m
![](https://rs.olm.vn/images/avt/0.png?1311)
Chu vi cái nong là:
2 x 3,14 x 0,8 = 5,024 ( m )
Đáp số: 5,024m
![](https://rs.olm.vn/images/avt/0.png?1311)
ĐƯỜNG KÍNH CÁI NONG ĐÓ LÀ;
0.8 * 2 = 1.6
CHU VI CÁI NONG ĐÓ LÀ;
1.6 * 3.14 = 5.024
THIẾU ĐƠN VỊ NHA BẠN
Một cái nong hình tròn có chu vi đo được 376,8cm. Tính diện tích cái nong ra mét vuông?
TK (vì ko nhớ công thức nên cop mạng:))
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)