An engineering student has done a model conical using a cylinder gummed with two structures.Diameter of this model is 4cm and the total height is 12cm. Height of each cone is 2cm. Find thevolume of air inside this model. About the author Delilah
Answer: 118.625 Step-by-step explanation: volume of air inside= volume of two cones+volume of cylinder Volume of cones: radius=2 height=2 formula: 1/3*pie*r^2*h volume of two cones=2(1/3*pie*2^2*2) Volume of cylinder: radius=2 height=8 (height of cyl=12- height of 2cones) formula: base area*height OR pie*radius^2*height volume of cylinder=pie*2^2*8 Total Volume=2(1/3*pie*2^2*2)+pie*2^2*8 Reply
Answer:
118.625
Step-by-step explanation:
volume of air inside= volume of two cones+volume of cylinder
Volume of cones:
radius=2
height=2
formula: 1/3*pie*r^2*h
volume of two cones=2(1/3*pie*2^2*2)
Volume of cylinder:
radius=2
height=8 (height of cyl=12- height of 2cones)
formula: base area*height OR pie*radius^2*height
volume of cylinder=pie*2^2*8
Total Volume=2(1/3*pie*2^2*2)+pie*2^2*8