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The number of alkanols and ethers repres...

The number of alkanols and ethers represented by the molecular formulae `C_(3) H_(8) O and C_(4) H_(10) O` respectively are gives by the set :

A

2,1 , 3,2

B

1, 2 , 2,3

C

2,1 , 4,5

D

2,1 , 3,4

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The correct Answer is:
To solve the problem, we need to determine the number of alkanols (alcohols) and ethers that can be formed from the molecular formulas \( C_3H_8O \) and \( C_4H_{10}O \). ### Step 1: Analyze \( C_3H_8O \) for Alkanols 1. **Identify the structure**: - The molecular formula \( C_3H_8O \) indicates there are 3 carbon atoms. 2. **Possible Structures**: - The first structure is **1-Propanol**: \( CH_3CH_2CH_2OH \) - The second structure is **Isopropyl alcohol** (2-Propanol): \( CH_3CHOHCH_3 \) 3. **Count the Alkanols**: - Total alkanols from \( C_3H_8O \): **2** ### Step 2: Analyze \( C_3H_8O \) for Ethers 1. **Possible Structure**: - The only ether that can be formed is **Ethyl methyl ether**: \( C_2H_5OCH_3 \) 2. **Count the Ethers**: - Total ethers from \( C_3H_8O \): **1** ### Step 3: Analyze \( C_4H_{10}O \) for Alkanols 1. **Identify the structure**: - The molecular formula \( C_4H_{10}O \) indicates there are 4 carbon atoms. 2. **Possible Structures**: - The first structure is **1-Butanol**: \( CH_3CH_2CH_2CH_2OH \) - The second structure is **2-Butanol**: \( CH_3CH(OH)CH_2CH_3 \) - The third structure is **Tert-Butanol**: \( (CH_3)_3COH \) 3. **Count the Alkanols**: - Total alkanols from \( C_4H_{10}O \): **3** ### Step 4: Analyze \( C_4H_{10}O \) for Ethers 1. **Possible Structures**: - The first ether is **Diethyl ether**: \( C_2H_5OC_2H_5 \) - The second ether is **Propyl methyl ether**: \( C_3H_7OCH_3 \) 2. **Count the Ethers**: - Total ethers from \( C_4H_{10}O \): **2** ### Final Count - For \( C_3H_8O \): 2 alkanols and 1 ether - For \( C_4H_{10}O \): 3 alkanols and 2 ethers ### Conclusion The final answer is: - Alkanols from \( C_3H_8O \): 2 - Ethers from \( C_3H_8O \): 1 - Alkanols from \( C_4H_{10}O \): 3 - Ethers from \( C_4H_{10}O \): 2 Thus, the set is \( \{2, 1, 3, 2\} \).
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