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Do Now:. 1) Tom is running a 8 mile marathon. His goal is to complete the marathon in 2 hours. At what rate should Tom run to meet his goal? Use the formula, below to find your answer. Show Work! [D=RT]. 2) How much wrapping paper will I need to cover this box?. 6 in. 4 in. 8 in.
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Do Now: 1) Tom is running a 8 mile marathon. His goal is to complete the marathon in 2 hours. At what rate should Tom run to meet his goal? Use the formula, below to find your answer. Show Work! [D=RT] 2) How much wrapping paper will I need to cover this box? 6 in 4 in 8 in
I want to fill the box with as much candy as it can hold. Each candy is in the shape of a 1 inch cube. 1 in 1 in 6 in 1 in Candy Cubes 4 in 8 in Box L x W = 8 x 4 = 32 cubes 1) How many candy cubes can will fill the bottom of the box? 2) How many cubes can I stack along the height of the box? 6 cubes 3) How many candy cubes can I use to fill the entire box? L X W x H = 8 x 4 x 6 = 192 cubes
Volume of a Rectangular Prism V = lwh Find the volume of the rectangular prism. V = lwh V= (10) (6) (5 ) h V= 300 cm3 5 cm l w 6 cm 10 cm
1. 2. Practice: Find the volume of each rectangular prism. 3 cm 4 in. 2 cm 2 in. 7 in. 5 cm 3. 10 m 5 m 10 m
Volume of a cube: V = s3 Find the volume of the cube. V = s3 V= (5) (5) (5) s V= 125 ft3 5 ft
Practice: Find the volume of each cube. 10 cm 1) 2) 3 ft 3) 1.5 in
Find the volume of the triangular prism. Volume of a Triangular Prism V = whl 2 V = whl 2 5cm V = (5)(3)(4) 2 3cm 5cm V = 60 2 4cm 5cm V = 30cm3
Practice: Find the volume of the triangular prisms. 1) 2) 4 ft 9 yd 5 cm 6 yd 12 yd 5 ft 8 ft 4 cm 6 cm 10 cm 3) 7 cm
Find the volume of the cylinder. Round to the nearest cubic foot. volume of a cylinder V = πr2 h V = πr2 h 3 ft V = π(3)2 (5) r V = π(9) (5) h 5 ft V = π45 V ≈ 141 ft3
Practice: Find the volume of the cylinders. Round your answer to the nearest hundredth. 1. 2. 5 cm 6 mm 7 mm 8 cm 3 cm 10 cm 3.
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