Show that A=(2x^2+8xy^2z)i+(3x^3y-3xy)j-(4y^2z^2+2x^3z)k is not solennoidal but B=xyz^2A is solenoidal
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Question

Equations 3x2−8xy−3y2=0 and x−2y=3represents the sides of a triangle which is
A
right angled but not isosceles
B
only isosceles
C
equilateral
D
right angled and isosceles
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Solution

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Correct option is A)
Given eq of pair of line
3x2−8xy−3y2=0
and line x−2y=3
Here condition to be perpendicular of 2 lines of pair ax2+2hxy+by2=0 is
a+b=0
3−3=0⇒0
hence line is perpendicular SO the lines making right angled triangle
Equation of angle of bisector
a−bx2−y2=hxy
3+3x2−y2=−4xy
6x2−y2=−4xy
the lines from above eq are
y=2x and y=
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