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432 Chapter 13

Copyright © 2017 Pearson Education, Inc.

3.

Intense peaks are expected at

m

>

z

=

57 for loss of an ethyl radical (86

-

29) and at

m

>

z

=

71 for loss of

a methyl radical (86

-

15).

CH

3

CH

2

CHCH

2

CH

3

+

CH

2

CH

3

m

/

z

=

57

CH

3

CH

3

CH

2

CHCH

2

CH

3

m

/

z

=

71

+

CH

3

CH

2

CH

CH

3

+

CH

3

CH

3

CH

2

CHCH

2

CH

3

+

CH

3

+

+

A secondary carbocation is formed in each case. Because an ethyl radical is more stable than a methyl radical,

the base peak is most likely at

m

>

z

=

57.

4.

Solved in the text.

5.

a.

Dividing 72 by 13 gives 5 with 7 left over, giving a base value of C

5

H

12

. Because the compound

contains only carbons and hydrogens, we know that the base value is also the molecular formula of the

compound.

b.

Dividing 100 by 13 gives 7 with 9 left over, giving a base value of C

7

H

16

. Because the compound

contains one oxygen, an O must be added to the base value and one C and four Hs must be subtracted.

Therefore, the molecular formula is C

6

H

12

O.

c.

Dividing 102 by 13 gives 7 with 11 left over, giving a base value of C

7

H

18

. Because the compound

contains two oxygens, two Os must be added to the base value and two Cs and eight Hs must be

subtracted. Therefore, the molecular formula is C

5

H

10

O

2

.

d.

Dividing 115 by 13 gives 8 with 11 left over, giving a base value of C

8

H

19

. Because the compound

contains one oxygen, an O must be added to the base value and one C and four Hs must be subtracted.

Because the compound contains an N, an N must be added to the base value and one C and two Hs

must be subtracted. Therefore, the molecular formula is C

6

H

13

NO.

6.

a. 1.

15

+

(3

*

14)

+

16

=

73

2.

 16

+

(3

*

14)

+

16

=

74

b.

An alkane has an even-mass molecular ion. If a CH

2

group (14) of an alkane is replaced by an NH

group (15) or if a CH

3

group (15) of an alkane is replaced by an NH

2

group (16), the molecular ion will

have an odd mass.

A second nitrogen in the molecular ion will cause it to have an even mass.

Thus, for a molecular ion to have an odd mass, it must have an odd number of nitrogens.

c.

An even-mass molecular ion either has no nitrogens or has an even number of nitrogens.

7.

a.

Dividing 86 by 13 gives 6 with 8 left over, giving a base value of C

6

H

14

.

If the compound contains only carbons and hydrogens, the base value is also the molecular formula of

the compound. Some possible structures are: