Using appropriate properties find.
(i) `- 2/3 xx 3/5 + 5/2 - 3/5 xx 1/6`
(ii) `2/5 xx (-3/7) - 1/6 xx 3/2 + 1/14 xx 2/5`

Explanation

(i) `−2/3​×3/5​−3/5×1/6​+5/2​`

Using commutative property, it can be written as:

`=>−3/5​×2/3​−3/5​×1/6​+5/2​`

Again,using distributive property

`=>(−3/5​​)(2/3​+1/6​​)+5/2​`

`⇒(−3/5​)(5/6​)+5/2`
`​=>−1/2​+5/2​`

`⇒4/2​`

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