(Solved): please solve both The x'y'coordinate system is rotated \( \theta \) degrees from the xy-coordinate s ...

The x'y'coordinate system is rotated \( \theta \) degrees from the xy-coordinate system. The coordinates of a point in the \( x y \)-coordinate system are gren. Find the coord rates of the pont in the rotate coordinate system. [1/2. Points] LA?PCALC10 \( 10.5 .013 \). Rotate the axes to eliminate the of -term in the equation. Then write the equabon in standard form, (Uve xp for \( x^{\prime} \) and yp for \( y^{\prime} \) in your answer: Retate the coordinate axes through an angle 8 ait \( 0 \leq \theta \leq a / 2 \).) \[ x y+4=0 \] Shetch the graph of the resoring equation, showing both sets of axes.