Example Problem How to Find Volume Cone and Discussion

Example Problem Method for Volume Cone and Discussion - in a previous article Mathematical Formulas Basic had never given an explanation of material about formula Method for Volume Cone Along Example Because inside this post will be given again a few examples of questions about the volume of a cone. Not least, we also provide steps on how to resolve such questions. Let's refer to it directly discussion because below:

Example Problem Method for Volume Cone and Discussion


Example Problem 1:
a cone has a height of 15 cm and 7 cm radius. Calculate the volume of a cone that!

Resolution:
Unknown : radius (r) = 7 cm
High (t) = 15 cm
Asked: Volume of the cone (v)
Answer:
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So the volume of the cone is 770 cm 3


Example Problem 2:
sand as much as 12 320 m 3 stacked up to form a cone with a height of 15 meters. Determine the radius of the base piles of sand!

Resolution:
Given: volume (v) = 12 320 m 3
High (t) = 15 m
Asked: the radius (r)
Answer:
So fingers pedestal pile of sand 28 cm.


Example Problem 3:
A cone has a volume of 1.0048 million liters and 80 dm fingers. Determine the height of the cone that!

Resolution:
Given: volume (v) = 1.0048 million liters
The radius (r) = 80 dm
Asked: high ( t)
Answer:
So the height of the cone is 15 meters


Example Problem 4:
A cone has a pedestal measuring 176 cm 2 . Find the volume of a cone that if the height of 18 cm!

Resolution:
Given: area of ​​the base (L) = 176 cm 2 .
High (t) = 18 cm
Asked: Volume tube (v)
Answer:
So the volume of the cone is 1056 cm 3


Sample Problem 5:
Andi want to create a cone that has a volume of 192.5 cm 3 and a radius of 3.5 cm. How high cone would Andi make?

Resolution:
Given: volume (v) = 192.5 cm 3
The radius (r) = 3.5 cm.
Asked: height (t)
Answer:
[1945902million] [1945905million] [1945901million] [1945902million] So the height of the cone is 15 cm [1945902million]
[1945902million] that's some Example Problem Volume Method for Cone and Discussion that you can look at and understand in order to solve a similar problem on a quiz about- the semester or exam. Congratulations to learn I hope you can understand it well.
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