find the area of a cardboard wasted if a sector of maximum possible size is cutout from a square card board of size 24cm solved
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The maximum size is when the sides of the square are equal to the radius of the circle, r, containing the sector. The sector is one quarter the area of the circle so it's (pi)r^2/4. The radius and side of the square are both 24cm and the area of the square is r^2, so the wastage is r^2-(pi)r^2/4=(1-((pi)/4))r^2=0.2146*576=123.61sq cm.

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