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without the use of tables or a calculator, simplify
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\[\sqrt{28 + \sqrt{343}}\] in the form ksqrt7 where k is an integer
Is it supposed to be \[\sqrt{28} + \sqrt{343}\] instead?
\[\sqrt{7*4+\sqrt{7^{3}}}\]
@jim_thompson5910 yes i couldnt get it like that
alright thank you
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\[\Large \sqrt{28} + \sqrt{343}\] \[\Large \sqrt{4*7} + \sqrt{49*7}\] \[\Large \sqrt{4}*\sqrt{7} + \sqrt{49}*\sqrt{7}\] \[\Large 2*\sqrt{7} + 7*\sqrt{7}\] \[\Large (2 + 7)*\sqrt{7}\] \[\Large 9\sqrt{7}\] So the answer is \[\Large 9\sqrt{7}\]
\[9\sqrt{7}\]
thank you
you're welcome
you're welcome
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