Simplify these
a. `\frac4 5` ÷ `\frac7 15` of `\frac8 9`
b.`\frac4 5` ÷ `\frac7 15` × `\frac8 9`
c. `\5frac1 4` ÷ `\frac3 7` × `\frac1 2`
d. `\5frac1 4` ÷ `\frac3 7` of `\frac1 2`
e. `\frac7 8` + `\2frac5 6` - `\frac11 22` × `\3frac3 11`
f. `\3frac3 4` ÷ `\frac7 8` × `\4frac1 6` × `\1frac13 15`
g.`\frac1 2` + `\1frac1 2` ÷ `\1frac1 2` × `\frac2 3` - `\frac1 4`
h. `\1frac4 5` - `\2frac3 4` of `\frac8 11` + `\frac3 8` ÷ `\frac9 10`
i. `\9frac1 3` ÷ `\frac3 5` of `\frac7 9` × `\frac4 15`
j. `\frac3 5` of `\1frac3 7` ÷ `\frac2 5` - `\frac1 2` + `\frac2 3` × `\frac6 7`
k. `\7frac1 3` ÷ `\3frac2 3` of 2 + `\4frac1 2` ÷ `\2frac1 4` - `\2frac1 2`
l. 25 of `\frac3 5` ÷ `\1frac2 3` + 3 of `\frac1 3` ÷ 10
Simplify these
a. (`\frac4 9` + `\frac7 9`) × `\2frac1 4`
b.`\frac3 8` ÷ ( `\1frac7 8` - `\frac3 4`)
c. {(`\13frac1 3` - `\12frac1 2`) ÷ `\frac5 6`} of `\frac3 8`
d. 6 + {1 + `\frac1 2` + ( `\frac3 4` - `\frac1 2`)}
e. `\2frac1 2` - { `\frac13 4` - ( `\3frac1 2` - `\1frac3 4` )}
f. `\4frac1 2` - [1 + { `\2frac1 2` - ( `\frac1 3` - `\frac1 4` )}]
g.`\3frac1 12` - [ `\1frac3 4` + { `\2frac1 2` - ( `\1frac1 2` - `\frac1 3`)}]
h. `\3frac1 3` of `\frac1 2` + 2 ÷ [ 2 × { 2 - (2 - `\frac1 5`)}]
i. `\5frac1 2` - [`\2frac1 3` ÷ {`\frac3 4` - `\frac1 2` × ( `\frac2 3` - `\frac1 24`)}]
j. [2 + 5 ×{ `\1frac1 2` + ( `\frac3 4` - `\frac1 10` )}] + `\1frac1 2`
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