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= √(54 + 2.7√5) + √(12 - 2√35) + √(32 - 2.5√7)
= √(54 + 2.√49√5) + √(12 - 2√35) + √(32 - 2.√25√7)
= √[(49+5) + 2.√(49.5)] + √[(7+5) - 2√(7.5)] + √[(25+7) - 2.√(25.7)]
= √49 + √5 + √7 - √5 + √25 - √7
= 7 + 5
= 12
RUMUS : √[(a+b) ± √ab] = √a ± √b dengan a > b