YOUR SITUATION: Your mother tells you take your little sister for ice cream. On the way there your sister tells you, she wants one scoop of chocolate and one scoop of the pink ice cream (strawberry). Now you know she does NOT like strawberry, but you also know she will yell until she gets what she wants. You also know she will not finish two scoops of ice cream, so you decide to get her what she wants. You tell the ice cream guy to put the pink ice cream on the bottom and the chocolate on the top. Your little sister is thrilled and eats about 40% of the ice cream, as you knew she would. YOUR TASK: You hope that the ice cream she does not eat will fit in the cone. Does it???? Make sure to show ALL your calculations!!!!! INFO YOU WILL NEED: The cone has a diameter of 5 inches and a height of 6 inches. Each scoop of ice cream has a radius of 2.5 in. (we will assume that you do not actually get a FULL sphere of ice cream but a hemisphere. And we will assume that the volume of the ice cream does not change as it melts.)
YOUR SITUATION: Your mother tells you take your little sister for ice cream. On the way there your sister tells you, she wants one scoop of chocolate and one scoop of the pink ice cream (strawberry). Now you know she does NOT like strawberry, but you also know she will yell until she gets what she wants. You also know she will not finish two scoops of ice cream, so you decide to get her what she wants. You tell the ice cream guy to put the pink ice cream on the bottom and the chocolate on the top. Your little sister is thrilled and eats about 40% of the ice cream, as you knew she would. YOUR TASK: You hope that the ice cream she does not eat will fit in the cone. Does it???? Make sure to show ALL your calculations!!!!! INFO YOU WILL NEED: The cone has a diameter of 5 inches and a height of 6 inches. Each scoop of ice cream has a radius of 2.5 in. (we will assume that you do not actually get a FULL sphere of ice cream but a hemisphere. And we will assume that the volume of the ice cream does not change as it melts.)
Chapter9: Math Models And Geometry
Section9.2: Solve Money Applications
Problem 76E: Parent Volunteer Laurie was completing the treasurer’s report for her son’s Boy Scout troop at the...
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