[size=150]The daycare has two sandboxes that are both prisms with regular hexagons as their bases. The smaller sandbox has a base area of 1,146 in[sup]2[/sup] and is filled 10 inches deep with 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[/img][br]It took 14 bags of sand to fill the small sandbox to this depth. What volume of sand comes in one bag? (Round to the nearest whole cubic inch.)
The daycare manager wants to add 3 more inches to the depth of the sand in the small sandbox. How many bags of sand will they need to buy?
The daycare manager also wants to add 3 more inches to the depth of the sand in the large sandbox. The base of the large sandbox is a scaled copy of the base of the small sandbox, with a scale factor of 1.5. How many bags of sand will they need to buy for the large sandbox?
A lawn and garden store is selling 6 bags of sand for $19.50. How much will they spend to buy all the new sand for both sandboxes?