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Presentation transcript:

GOOD Morning Pick up your Weekly and Builder. Have your Weekend Builder on your desk along with the Cut and Paste Problems. Start working on your 7th grade Builder from the top. Change #2 Weekly to Volume and both in feet.

Volume

Volume can be described as AREA of the base x height

Therefore, if you know the area of the base and the height of the prism, then you can calculate the volume OF ANY PRISM or CYLINDER!

V = rrh V = (lxw)h V = Bh B = lxw V = Bh B = rr V = Bh V = 588 cm3 Name the Shape Measurements in cm Volume Formula Area of the Base Rewrite the formula replacing B with the area of the base formula Rewrite the formula replacing the letters with the numbers Your Answer 14 7 V = 588 cm3 V = Bh 12 8 Triangular prism 7 B = lxw V = (12x3)7 V = Bh 3 V = (lxw)h V = 252 cm3 12 Rectangular prism 2 B = rr  x 2x2x14 14 V = Bh V = rrh V = 175.93 cm3 Cylinder

1) Find the volume of the prism. 3 cm 8 cm

2) Find the volume. 5 in 12 in

3) Find the volume. 2.5 ft base base Area = 20 ft2

4) Find the volume. 14 m base base Area = 12 m2

5) Find the volume of the prism. 25 cm base base Area = 15 cm2

6) Find the volume of shape. base base Area = 36.2 m2

7) Find the volume. 8ft 15ft 10ft

8) Find the volume. 6m 12m 8m

9) Find the volume. 6cm 11 cm 7 cm

10) Find the volume of the cylinder.

11) Find the volume of the cylinder. 5 km 8 km

12) Find the volume of the cylinder.