sqrt64/sqrt3
\[\sqrt{64} / \sqrt{3} = \sqrt{(8 * 8)} / \sqrt{3} = 8/\sqrt{3}..\]
oh my god it's so easy now that you explained it!...may you answer one more?
ya sure..
its good, if u practice as well :D
sqrt10(4-sqrt5)+sqrt8(sqrt5+2)
\[ 8/\sqrt{3}~~ \text{is \not the simplified form yet}\]
8/root 3 = 8 root 3/3=> 13.856/3=>4.61
yes, 8/ sqrt of 3 is not yet simplified, you need to raionalize it.
so is it 8sqrt3/3?
Its 4.61
\[\sqrt{10} * (4 - \sqrt{5}) + \sqrt{8} * (\sqrt{5} + 2) = \] \[4\sqrt{10} - \sqrt{(5 * 10)} + \sqrt{(5 * 8)} + 2\sqrt{8}\] Now can u solve further...
wait guys ..for the first one the answer choices are..8sqt3/3 8/3 8/sqrt3 sqrt3/3
8sqt3/3 !
for the second one... \[4\sqrt{10} - 5\sqrt{2} + 2\sqrt{10} + 4\sqrt{2} = 6\sqrt{2} - \sqrt{2}\] is the answer...
the second question choices are..4sqrt10-sqrt50+sqrt40+2sqrt8 6sqrt10-sqrt50+2sqrt8 2sqrt8-4 6sqrt10-sqrt2
sorry last one.. typo error..
thank you...now i can sleep..3;40 am and i can finally sleep...enjoy ur 2 medals.
lol !! have a good sleep :) good night !!
\[\Huge{\color{red}{\sqrt{64}\over \sqrt{3}}}\]\[\LARGE{\color{blue}{{8\over \sqrt{3}}=\frac{8}{1.714}}}\]
8/sqrt3
yes right @muhammad9t5 but it is equal to 8/1.714 :)
yes for further solving your asnwer is also right. but in math we need only whole numbers.
;)
friend also rate me please.
k I m ur fan :)
Join our real-time social learning platform and learn together with your friends!