Đáp án:
1/A
2/C
3/B
4/C
5/D
6/A
7/C
8/B
9/D
10/D
11/A
12/A
Tự luận:
1/
a/$CH_{2}=CH-CH_{2}-CH_{3}+H_{2}→CH_{3}-CH_{2}-CH_{2}-CH_{3}$
b/$CaC_{2}+2H_{2}O→C_{2}H_{2}+Ca(OH)_{2}$
c/$C_{4}H_{8}+6O_{2}→4CO_{2}+4H_{2}O$
d/$CH_{2}=CH_{2}+HBr→CH_{3}-CH_{2}Br$
2/
a/$Anken:C_{n}H_{2n}$
$nCO_{2}=\frac{8,96}{22,4}=0,4$
$nnC_{n}H_{2n}=nCO_{2}⇒nC_{n}H_{2n}=\frac{0,4}{n}$
⇔$0,1=\frac{0,4}{n}$
⇔$n=4⇒C_{4}H_{8}$
b/$CH_{2}=CH-CH_{2}-CH_{3}$
$CH_{2}-CH=CH_{2}-CH_{3}$
$CH_{2}=C(CH_{3})-CH_{3}$
3/
$C_{n}H_{2n}+Br_{2}→C_{n}H_{2n}Br_{2}$
$nCH_{4}=\frac{2,688}{22,4}=0,12$
$nX=\frac{5,6}{22,4}=0,25$
$nAnken=0,25-0,12=0,13$
$MAnken=\frac{7,28}{0,13}=56$
⇔$14n=56⇒n=4$
⇒$C_{4}H_{8}$
$CH_{2}=CH-CH_{2}-CH_{3}:but-1-en$
$CH_{2}-CH=CH_{2}-CH_{3}but-2-en$
$CH_{2}=C(CH_{3})-CH_{3}:2-metylpropen$
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