-4 square root of 24 -3 over 4-3square root of 24 times its conjugate

Question

valpey · Answer

Try the equation editor.

valpey · Answer

$$-4\sqrt{24}-\frac{3}{4-3\sqrt{24}}$$times its conjugate?

anonymous · Answer

$$-4\sqrt{24}-\frac{3 }{ (4-3\sqrt{24})  (4+3\sqrt{24}) }$$
@camjan is this ur problem?

anonymous · Answer

n0

anonymous · Answer

-4 square root of 24 minus 3 all over 4-3 squareroot of 24 times its conjugate which is 4+3 squareroot of 24 over 4+3 squareroot of 24

hartnn · Answer

is it
$$\frac{-4\sqrt{24}-3}{4-3\sqrt{24}}\frac{(4+3\sqrt{24})}{(4+3\sqrt{24})}$$
?

anonymous · Answer

yes! hehehe

anonymous · Answer

pls help me answer it :)

hartnn · Answer

denominator can be simplified first,whats (a+b)(a-b) ?

anonymous · Answer

a squared - b squared? hehehe

hartnn · Answer

yes hehehe
so 
$$(4-3\sqrt{24})(4+3\sqrt{24})=4^2-(3\sqrt{24})^2=??$$

anonymous · Answer

and then? ehehe :D

anonymous · Answer

Oh! oh! i get it already .. thankyou guys! :D

hartnn · Answer

glad to hear that,welcome :)