



 
Hi Jenesis, I would guess that the height is less than a foot so I work in inches. Since there are 12 inches in a foot there are $12 \times 12 \times 12 = 1728$ cubic inches in a cubic foot and hence a cubic inch of silver weighs $\large \frac{655}{1728} \normalsize = 0.3791$ pounds. Let the height of the pyramid be $h$ inches. The volume $V$ of a pyramid is given by \[V = \frac13 \times \mbox{(the area of the base)} \times \mbox{ (the height).}\] Write the volume of your pyramid in cubic inches in terms of $h.$ What will this volume weigh? If this weight is 2.5 pounds solve for $h.$ Penny  


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