Rationalize the denominator 2/(√5+√3)+1/(√3+√2)-3/(√5+√2)
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Step-by-step explanation:
2/(√5+√3)+1/(√3+√2)-3/(√5+√2)
First, let's rationalize each term:
- 2/(√5+√3)= 2(√5-√3)/(√5-√3)(√5+√3)= 2(√5-√3)/2=√5-√3
Following ones are similar to one above:
- 1/(√3+√2)= ...=√3-√2
- 3/(√5+√2)= ...=√5-√2
The sum is now:
- 2/(√5+√3)+1/(√3+√2)-3/(√5+√2)= √5-√3+√3-√2-(√5-√2)=0
The answer is zero
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