Viết công thức cấu tạo của các ankan đồng phân có công thức phân tử C5H12. Gọi tên các đồng phân đó theo tên thay thế. Công thức cấu tạo nào thoả mãn tạo ra duy nhất 1 sản phẩm monoclo? 4 sản phẩm monoclo
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![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Tham khảo:
- Đồng phân không phân nhánh: CH3 – CH2 – CH2 – CH2 – CH3: pentane.
- Đồng phân phân nhánh: : 2 - methylbutane
: 2,2 – dimethylpropane.
![](https://rs.olm.vn/images/avt/0.png?1311)
1.
Khi đốt (14n + 2) g ankan thì khối lượng C O 2 thu được nhiều hơn khối lượng H 2 O là 44n - 18(n + 1) = (26n - 18) g.
CTPT: C 5 H 12
2. CTCT:
C H 3 - C H 2 - C H 2 - C H 2 - C H 3 (pentan)
(2-metylbutan (isopentan))
(2,2-đimetylpropan (neopentan))
![](https://rs.olm.vn/images/avt/0.png?1311)
\(CH_3-\left[CH_2\right]_3-CH_3:pentan\left(n-pentan\right)\\ CH_3-CH\left(CH_3\right)-CH_2-CH_3:2-metylbutan\\ CH_3-C\left(CH_3\right)_2-CH_3:2,2-đimetylpropan\)
![](https://rs.olm.vn/images/avt/0.png?1311)
Tham khảo:
Độ bất bão hòa k = số liên kết π + số vòng = (5.2 + 2 - 12) / 2 = 0
Phân tử không có chứa liên kết π hoặc 1 vòng ⇒ Phân tử chỉ chứa liên kết đơn C5H12 có 3 đồng phân mạch cacbon:
1. CH3 – CH2 – CH2 – CH2 – CH3 - n- pentan
2. 2- metylbutan
3. 2,2 – đimetylpropan
Vậy C5H12 có 3 đồng phân.
Công thức cấu tạo của \(C_5H_{12}\) là:
1. \(CH_3-CH_2-CH_2-CH_2-CH_3\)\(\rightarrow\) pentan
2.![](data:image/png;base64,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)
Công thức cho ra 1 sản phẩm monoclo là công thức 3
Công thức cho ra 4 sản phẩm monoclo là công thức 2