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How do arrange to get from 1/2(1+5√)−1/2(1−5√) to √5 what steps do I need to take to arrive at the answer.
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\[1/2 (1 + \sqrt{5}) - 1/2(1 - \sqrt{5})\]
to the following
= \[\sqrt{5}\]
Can you please show me the steps to get there?
factor out the 1/2 from both bracketed expressions
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Thanks. And the minus sign changes the second part?
yes - a similar expression might be:\[a(1+b)-a(1-b)=a[(1+b)-(1-b)]=a[1+b-1+b]=a[2b]=2ab\]
thanks that is really helpful.
yw :)
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