Question

√23+√528 = 2√3 + √11

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Answer 1

i hope it helpful to you

Answer 2

Frist squaring both the sides we get

$(\sqrt{23} + \sqrt{528} )2 =( 2 \sqrt{3} + \sqrt{11})2$

now apply the identity

$23 + 2 \times \sqrt{23} \times \sqrt{528 } + 528$

=

$12 + 2 \times \sqrt[2]{3} \times \sqrt{11} + 11$

Now , after solving we get
551+24288=23+132
24839/=(not equal)155
so it there is no solution