Last Updated On [03-11-2023]
Let the equation of the plane containing line 
and paralllle to the line of intersecting of the planes 
and 
be 
. Then find the value of 
Let the equation of the plane containing line and paralllle to the line of intersecting of the planes and be . Then find the value of
Question ID - 153287 :-
Let the equation of the plane containing line and paralllle to the line of intersecting of the planes and be . Then find the value of
|
Let the equation of the plane containing line |
|
(6) A plane containing the line of intersection of the given planes is
i.e., vector normal to it
Now the vector along the line of intersection of the planes
As
Hence the required plane is
Hence |
(i)
and 
is given by
is parallel to the plane (i), therefore
Next Question :
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The plane denoted by |
is rotated through a right angle its line of intersection with the plane 
. If the plane in its new position be denoted by 
, and the distance of this plane from the origin is 
, then find the value of 
(where 
represents greatest integer less than or equal to 
)View Topper Answer
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