If a+b= 3, ab =2 find the value of a²+ b²
Answers
Answered by
111
Heya...!!!
Given that:-
a + b = 3 , & ab = 2
NOW,
we know that:-
(a + b)² = a² + b² + 2ab
Now,
(a + b) = 3
[ On SQUARING both side]
(a + b )² = 3²
a² + b² + 2ab = 9
=> a² + b² + 2×2 = 9
=> a² + b² = 9 - 4
=> (a² + b²) = 5
I HOPE ITS HELP YOU
Given that:-
a + b = 3 , & ab = 2
NOW,
we know that:-
(a + b)² = a² + b² + 2ab
Now,
(a + b) = 3
[ On SQUARING both side]
(a + b )² = 3²
a² + b² + 2ab = 9
=> a² + b² + 2×2 = 9
=> a² + b² = 9 - 4
=> (a² + b²) = 5
I HOPE ITS HELP YOU
Answered by
34
Square on both sides
A +b²=3²
A²+ b²+2ab = 9
A²+ b²+2*2= 9
A²+b²=9-4
A²+b²= 5
A +b²=3²
A²+ b²+2ab = 9
A²+ b²+2*2= 9
A²+b²=9-4
A²+b²= 5
Devanshk:
Thnx
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