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Does this answer look right?? 5 ___ 8-✔5 My answer: 5✔5 ___ 3 a minute ago
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\[\frac 5{8 - \sqrt 5}\] if you multiply by conjugate \[\frac 5{8 - \sqrt 5} \times \frac{8+\sqrt 5}{8+\sqrt 5}\] is that what you did?
Oh I just multiplied by the ✔5... So u do the whole thing to top n bottom?
yup
if you have sum/difference in the denominator you multiply by the opposite
in this case, you have subtraction...so you multiply by addition
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Then my answer would be 40✔5
close...but no
if you multiply those... \[\implies \frac{5(8 + \sqrt 5)}{(8-\sqrt 5)(8+\sqrt 5)}\] expand the numerator by distribution...expand the denominator by difference of two squares
anyway, i have to go now so i hope you luck in solving this
Ok
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(8+√5) (8−√5 ) = ......?
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