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=> (2 - 2√5)(4 - 2√5) / (4 + 2√5)(4 - 2√5)
=> (8 - 4√5 - 8√5 + 20) / (16 - 20)
=> (28 - 12√5) / -4
=> -7 + 3√5
2b. √2/√3
=> √2.√3 / √3.√3
=> 1/3 √6
= (1/5)√5
2b. √(2/3) = √2/√3 . √3/√3
= (1/3)√6
2c. 3/(2 - √3) . (2 + √3)/(2 + √3)
= 3(2 + √3)/(4 - 3)
= 6 + 3√3
2d. (3 - √2)/(3 + √2) . (3 - √2)/(3 - √2)
= (9 - 6√2 + 2)/(9 - 2)
= (11 - 6√2)/7
2e. 20(√8 - √3)/(√8 + √3)(√8 - √3)
= 20(√8 - √3)/(8 - 3)
= 4(√8 - √3)