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MARLYNE
ROSALES
LUISTRO
100
V = LWH
What is the volume of rectangular prism?
100
V = πrsquare(height) V = 3.14 (20cm)(40cm) V = 2512 cubic cm
A pipe has a radius of 20cm and a height of 40cm.What is the volume of the pipe?
100
V = 1/2 bhl V = 1/2 (5.6cm)(5cm)(20cm) V = 1/2 (560cm) V = 280 cubic cm Volume of display = 280 cubic cm x 64 V = 17920 cubic cm
Marcus is making a display of packages of prism chocolates in his candy shop. He will stack 64 packages to form a shape that is triangular prism, using 8 packages in the bottom layer? What is the volume of the display? Given the ff measurements : b=5.6cm, h=5cm, l=20cm
200
V = 1/2 bhl
What is the volume of a triangular prism?
200
V = lwh V = (8)(1 3/4)(12 1/8) V = 169 3/4 cubic inches
A cereal box has a length of 8 inches, a width of 1 3/4 inches and a height of 12 1/8. What is the volume of the cereal box?
200
A = 2(wh + lw + lh) A = 2[(6m)(1.5m)+(8m)(6m)+(8m)(1.5m)] A = 2(9m+48m+12m) A = 138 square meter x $6/square meter = $828 V = LWH V = (8m)(6m)(1.5m) V = 72 cubic meter x 1000 = 72000 liters
A swimming pool is 8 m long, 6 m wide and 1.5 m deep. The water resistant paint needed for the pool costs $6 per square meter. How much will it cost to paint the interior surfaces of the pool? How many liters of water will be needed to fill it?
300
V = (a)cube
What is volume of a cube?
300
V = 1/2 bhl V = 1/2 (4.18m)(5.6m)(6.8m) V = 159.17m/2 V = 79.59 cubic meter
An artist has 20 triangular prism. He decided to use them to build a giant triangular prism with a base of 4.18m, length of 5.6m, and height of 6.8m. What is the volume of the new prism?
300
V = π(r)square(h) V = 3.14(100cm)(5cm) V = 1570 cubic cm -->1.57 cubic dm --> 1.57 kg mass of the container = 2 kg - 1.57 kg = 0.43 kg
A cylindrical container with a radius of 10 cm and a height of 5 cm is filled with water. If the total mass of the filled container is 2 kg, what is the mass of the empty container?
400
V = π (r)square(h)
What is volume of a cylinder?
400
V = (a)cube V = (7m)cube V = 343 cubic meter
Locate the volume of the cube with a given side of 7m.
400
V = (s)cube V = 4 x 64 cm V= 256 cubic cm 256 cubic cm = Π (6)square(h) h = 256cm / (3.14)(36) h = 2.26 cm
Four cubes of ice with an edge 4 cm each are left to melt in a cylinderical glass with a radius of 6 cm. How high will the water rise when they have melted?