My dad, Asgore has recently sliced a pineapple in a cool way using his trident! I say this because it is very smooth on the outside and the inside, just like a perfect cylinder. He removed the core as well, and separated both of them as perfect cylinders, like the picture below, but smoother, cuz' his trident is magic :)
The internal cylinder has a height of 5 and a radius of 3
The large cylinder as a whole has a height of 5 (obviously...) and a radius of 1 3
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@Vinayak Srivastava - We posted similar solution, but you didn't align your equations, would you like to learn how???
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I know how to align, but I wrote a single line.
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Why don't you like aligning? Aligning my equation makes me feel satisfied :)
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@A Former Brilliant Member – I don't say I don't like it, but it is not needed for this problem.
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@Vinayak Srivastava – Ok, your choice, nice solution btw, upvoted!
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@A Former Brilliant Member – Thank you! If you want, let me align it.
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@Vinayak Srivastava – Your choice, i like solution for its content, not looks :)
Cool! Great job!
@Vinayak Srivastava , how did you find my problem? You seem to have found it first and solved it first...
Anyway, nice solution! Upvoted!
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Thank you! I think I found it in New section of Community tab.
My Dad's trident is cooler than your dad's, Frisk.
Cylinder Volume Formula = π r 2 h (Where r is radius of the cylinder and h is the height)
P i n e a p p l e V o l u m e = T o t a l C y l i n d e r V o l u m e − H o l l o w S p a c e V o l u m e = 1 3 2 π × 5 − 3 2 π × 5 = 8 4 5 π − 4 5 π = 8 0 0 × π = 2 5 1 3 . 2 7 4 … ≈ 2 5 1 3 . 2 7
I made a question related to my father, he is so cool!
My Dad's cooler than a monster :)
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Volume = Total volume − Small cylinder volume = π R 2 h − π r 2 h = π h ( R 2 − r 2 ) = π × 5 × ( 1 6 9 − 9 ) ≈ 2 5 1 3 . 2 7