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Hows this? Original pyramid: V = (1/3)s² h V = (1/3)6² 8 V = (1/3)36 * 8 V = 12 * 8 V = 96 Double-height pyramid: Original pyramid: V = (1/3)s² h V = (1/3)6² 16 V = (1/3)36 * 16 V = 12 * 16 V = 192
|dw:1457127069084:dw| \[V= \frac{1}{3} s^{2} \times h\]\[V=\frac{1}{3}s^{2} \times 2h\] \[\frac{\frac{1}{3}s^{2}h}{\frac{1}{3}s^{2}2h}=2\] Therefore the volume doubles.
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