Rationalize the denominator a) 1÷√3-√2 b) 1÷√7-√2.
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Step-by-step explanation:
(b) 1/(√7-√2)
= 1/(√7-√2) × (√7+√2)/√7+√2)
= (√7+√2)/([√7]²-[√2]²)
= (√7+√2)/(7-2)
= (√7+√2)/5
(a) 1/√3-√2
= 1/(√3-√2) × (√3+√2)/(√3+√2)
= (√3+√2)/([√3]²-[√2]²)
= (√3+√2)/(3-2)
= (√3+√2)/1
= √3+√2
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