2/2√5- √3+3/2√5+√3 simplify this by rationalizing the denominator<br />
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(2/2√5-√3)+(3/2√5+√3)
- [2(2√5+√3)/(2√5-√3)(2√5+√3)]+[3(2√5-√3)/(2√5+√3)(2√5-√3)
- [(4√5+2√3)/(2√5)²-(√3)²]+[(6√5-3√3)/(2√5)²-(√3)²]
- [(4√5+2√3)/4×5-3]+[(6√5-3√3)/4×5-3]
- [(4√5+2√3)/20-3]+[(6√5-3√3)/20-3]
- after canceling 4 & 20 and -3 &-3 we get
- [(√5+2√3)/5-3]+(6√5+√3)/20]
- after canceling 2 from 2 which have subtracted by 5-3 =2we get
- (√5+√3+6√5+√3)/20
- (√5+√3+3√5+√3)/10
- (√5+3√5+2√3)/10
- (√5+3√5+√3)/5
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