Question: In Problems 55 58, apply the rotation formulas (5) to to obtain the equation Show that A + C = A'+ C', which proves
In Problems 55 – 58, apply the rotation formulas (5) to![]()
to obtain the equation![]()
Show that A + C = A'+ C', which proves that A + C is invariant ; that is, its value does not change under a rotation of axes.
Ax + Bxy + Cy + Dx + Ey + F = 0
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To apply the rotation formulas to the given equation and derive the new equation we need to use the following rotation formulas 5 x x cos y sin y x si... View full answer
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