When the axes are rotated through an Angle 〖45〗^0 the transformed equation of a curve is 17x^2−16xy

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If the transformed equation of a curve is 17x^(2) - 16xy + 17y^(2)=225 when the axes are rotated... If the transformed equation of a curve is 17x^(2) - 16xy + 17y^(2)=225 when the axes are rotated...
when the axes are rotated angle 45^°the transformed equation of curve is17X^2-16XY+17Y^2=225 when the axes are rotated angle 45^°the transformed equation of curve is17X^2-16XY+17Y^2=225
Axes are rotated through an angle 45°,find the original eq Axes are rotated through an angle 45°,find the original eq'n of d curve 17x²-16xy+17y² = 225.@EAG
If the transformed equation of a curve is 17x^(2) - 16xy + 17y^(2)=225 when the axes are rotated... If the transformed equation of a curve is 17x^(2) - 16xy + 17y^(2)=225 when the axes are rotated...
If the transformed equation of a curve is 17x^(2) - 16xy + 17y^(2)=225 when the axes are rotated... If the transformed equation of a curve is 17x^(2) - 16xy + 17y^(2)=225 when the axes are rotated...
Transform the equation 17x^2-16xy+17y^2=225 to axes inclined at 45 degrees to original axes. Transform the equation 17x^2-16xy+17y^2=225 to axes inclined at 45 degrees to original axes.
If the transformed equation of a curve is `17x^(2) - 16xy + 17y^(2)=225` | Class 12 Maths | Doubtnut If the transformed equation of a curve is `17x^(2) - 16xy + 17y^(2)=225` | Class 12 Maths | Doubtnut
Transform to axes inclined at `45^@` to the original axes for the equation `17x^2-16xy+17y^2=22... Transform to axes inclined at `45^@` to the original axes for the equation `17x^2-16xy+17y^2=22...