Question

If \(\sqrt{14+6\sqrt{5}}=a+\sqrt{b}\), then find the value of \(a+b\) :-

Answer 1

answer is 3+sqrt5

Answer 2

so a+b=3+5=8

Answer 3

Will u plz show ur work step by step ?

Answer 4

\[\sqrt{14+6\sqrt{5}}=\sqrt{14+2\sqrt{45}}\]
you must find two number. their multipication must be 45 and their sum must be 14.
so they are 9 and 5. sqrt9=3 and sqrt5. ok??

Answer 5

hm.yaa

Answer 6

mmm i think you thank me :)

Answer 7

ohh yeah i just forgot it. thanx & sorry too bro ;)

Answer 8

welcome bro :)