if a√a + (1÷a√a) = 34√5 then prove that a= 9+4√5
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Answer:
x=9+4
5
=>
x
1
=
9+4
5
1
×
9−4
5
9−4
5
=>
x
1
=9−4
5
Let y=
x
−
x
1
Squaring both sides,
y
2
=x+
x
1
−2
=>y
2
=9+4
5
+9−4
5
−2
y=+4,−4
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