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The abscissa of point A is (-3) and lies in II quadrant.
The abscissa of point B is 5 and lies in IV quadrant.
The abscissa of point B is 5 and lies in IV quadrant.
sunil3018:
it is correct
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Answer:
Step-by-step explanation:
X=3+root 2 - root 3
Therefore x^2=(3)^2+[(root 2-root3)]^2+2 (3)(root 2-root3 )
X^2=9+[(root 2)^2+(root 3)^2-2 (root2)(root3)]+6 (root2 -root 3)
=9+[2+3- 2(root6)]+6root2-6root3
=9+2+3-2root6+6root2 -6root3
=14-2root6+6root2 -6root3
Now...
6x=6 (3+root 2-root3 )
=18+6root2 -6root3
Now...we have to do...
x^2-6x+6....
Putting value
=14-2root6 +6root2 -6root3 -18-6root2 +6root3 +6
......+6root2...-6root2...+6root3...-6root3...will b cancelled out...
=14-2root6-18+6
=2-2root6 ans.
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