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Volume. Hopefully. . . This will serve as a review from your MATH class. Volume. Definition: the amount of space inside a three- dimensional shape , measured in cubic units (x 3 ) Which object has the greatest volume? WHY?. How do we measure the volume of liquids? .
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Volume Hopefully. . . This will serve as a review from your MATH class
Volume Definition: the amount of space inside a three-dimensional shape, measured in cubic units (x3) Which object has the greatest volume? WHY?
How do we measure the volume of liquids? Use a graduated cylinder
How do we measure the volume of a REGULAR shaped solid? Use equations
How do we measure the volume of an IRREGULARLY shaped solid? Use the water displacement method Final Volume – Initial Volume = Volume of irregularly shaped object Object Initial Volume Final Volume 95 mL – 70 mL = 25 mL
How do we measure the volume of gases? Find the volume of the container that the gas is in
So Now it is YOUR Turn. . . • Note Sheet on ISN pg. 105 • Formula Sheet gets taped down to ISN p. 104 • Practice Calculations gets taped over Formula Sheet on ISN p. 104
Period 7 Calculations • Period 7- cylinder 23.6 cm3 – 31.8 cm3 rectangular prism 1864.8 cm3 - 2233.0 cm3 cube 91.9 cm3- 125.0 cm3 sphere 22.4 cm3- 33.4 cm3 cone 243.4 cm3- 310.9 cm3
Period 5 Calculations • Period 5- cylinder 31.8 cm3 – 36.4cm3 rectangular prism 1232.0 cm3 - 2107.0 cm3 cube 52.7 cm3- 91.1cm3 sphere 14.1 cm3- 33.5cm3 cone 290.0 cm3
Period 3 Calculations • Period 3- cylinder 34.6 cm3 – 48.1cm3 rectangular prism 1232.0 cm3 - 1848.0 cm3 cube 91.1 cm3- 125.0 cm3 sphere 26.5 cm3- 33.5 cm3 cone 230.8 cm3- 398.0 cm3
Period 2 Calculations • Period 2- cylinder 23.6 cm3 – 35.3 cm3 rectangular prism 1204.0 cm3 - 1848.0 cm3 cube 91.1 cm3- 125.0 cm3 sphere 33.5 cm3 cone 209.3 cm3- 271.7cm3
Period 1 Calculations. . . • Period 1- cylinder 33.2 cm3 – 40.0 cm3 rectangular prism 1815.0cm3 -2156.0 cm3 cube 91.1 cm3- 110.6 sphere 22.4 cm3- 33.5 cm3 cone 196.3cm3 -275.6 cm3