rox XY.PX XZ OX = Px. then show that XY2

In the adjoining figure, OX =1/2XY, PX =1/2XZ and OX =PX. Show that XY= XZ

In the fig. if OX=1/2XY, PX=1/2XZ and OX=PX show that XY=XZ

In the given figure, O is the centre of the circle and XOY is a diameter. If XZ is any other chord, show that XY gt XZ.

In the adjoining figure,OX=(1)/(2)XY,PX=(1)/(2)XZ and OX=PX Show that XY=XZ

If ax+by prop sqrt(xy) , then show that (ax)^2+(by)^2 prop xy ,

In the fig. O is the centre of the circle and XOY is diameter. If XZ is any other chord of the circle show that XY>XZ

Using properties of determinant show that : |(-x^2,xy,xz),(xy,-y^2,yz),(xz,yz,-z^2)|=4x^2y^2z^2

Using the properties of determinants, show that: abs((x,x^2,yz),(y,y^2,xz),(z,z^2,xy))=(x−y)(y−z)(z−x)(xy+yz+zx)