To give answers to the following arithmetic setups and round the correct number of significant figures. Concept Introduction: Measurements that are of high precision are usually highly accurate and it is possible for one to have a systematic error in a measurement also. For this type of accuracy process the new method is used and it is called “significant figures”.
To give answers to the following arithmetic setups and round the correct number of significant figures. Concept Introduction: Measurements that are of high precision are usually highly accurate and it is possible for one to have a systematic error in a measurement also. For this type of accuracy process the new method is used and it is called “significant figures”.
Solution Summary: The author explains how to round the correct number of significant figures for arithmetic setups.
To give answers to the following arithmetic setups and round the correct number of significant figures.
Concept Introduction:
Measurements that are of high precision are usually highly accurate and it is possible for one to have a systematic error in a measurement also. For this type of accuracy process the new method is used and it is called “significant figures”.
(b)
Interpretation Introduction
Interpretation:
To give answers to the following arithmetic setups and round the correct number of significant figures.
Concept Introduction:
Measurements that are of high precision are usually highly accurate and it is possible one to have a systematic error in a measurement also. For this type of accuracy process the new method is used and it is called “significant figures”.
(c)
Interpretation Introduction
Interpretation:
To give answers to the following arithmetic setups and round the correct number of significant figures.
Concept Introduction:
Measurements that are of high precision are usually highly accurate and it is possible one to have a systematic error in a measurement also. For this type of accuracy process the new method is used and it is called “significant figures”.
(d)
Interpretation Introduction
Interpretation:
To give answers to the following arithmetic setups and round the correct number of significant figures.
Concept Introduction:
Measurements that are of high precision are usually highly accurate and it is possible one to have a systematic error in a measurement also. For this type of accuracy process the new method is used and it is called “significant figures”.
b)
8.
Indicate whether the following carbocation rearrangements are likely to occur
Please explain your rational using 10 words or less
not likely to occur
• The double bond is still in the
Same position
+
Likely
to oc
occur
WHY?
-3
H3C
Brave
Chair Conformers. Draw the chair conformer of the following substituted
cyclohexane. Peform a RING FLIP and indicate the most stable
conformation and briefly explain why using 20 words or less.
CI
2
-cobs ??
MUST INDICATE H -2
-2
Br
EQ
Cl
OR
AT
Br
H&
most stable
WHY?
- 4
CH
12
Conformational Analysis. Draw all 6 conformers (one above each letter) of the
compound below looking down the indicated bond. Write the letter of the
conformer with the HIGHEST and LOWEST in energies on the lines provided.
NOTE: Conformer A MUST be the specific conformer of the structure as drawn below
-4 NOT
HOH
OH
3
Conformer A:
Br
OH
A
Samo
Br H
04
Br
H
H3
CH₂
H
anti
stagere
Br CH
clipsed
H
Brott
H
IV
H
MISSING 2
-2
B
C
D
E
F
X
6
Conformer with HIGHEST ENERGY:
13. (1
structure
LOWEST ENERGY:
Nomenclature. a) Give the systematic (IUPAC) name structure. b) Draw the
corresponding to this name. HINT: Do not forget to indicate stereochemistry
when applicable.
a)
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2
"Br
{t༐B,gt)-bemn€-nehpརི་ཚ༐lnoa
Parent name (noname)
4 Bromo
Sub = 2-methylethyl-4 Bromo nonane
b) (3R,4S)-3-chloro-4-ethyl-2,7-dimethyloctane
# -2
-2
in the scope of the SCH4U course! please show all steps as im still learning how to format my answers in the format given, thank you!
Chapter 1 Solutions
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