Hi Kumar. Thank you for the perfect explanation of this case. Today at work I had to calculate the amount of oil inside a horizontal-cylinder tank mathematically, but my fellow told me that there is no need for that he said there is a schedule including volumes that match every length of oil, and what I have to do is just measuring the length of oil.
Mr. Kumar, thank you for this excellent explanation and for the steady and easy to follow pace. Why did not use Radians when solving the cos-1 for the Sector? How can you tell when to use Radians vs. Degrees? Several other variations of this exercise only work when I use Radians. When is one mode required over the other? I am struggling to understand this. Thank you!
Hi, sir how can I calculate horizontal cylindrical flat end tank of 10000IG with radius 1394.00 mm , length is 7520.00 mm and clearance base plate is 14.10 mn how we can calculate liter the Dip of rode in mm.
क्या आप बता सकते हो अगर आपका टैंक लेवल में ना हो वह जमीन के अंदर है और हम उसके अंदर भरे लिक्विड को नाप ते है वह आधा भरा हुआ है एक तरफ 300CM ह दूसरी तरफ 290CM है तो कैसे पता करें कितना लिक्विड है हमारे टैंक में ?
My problem is that if we find a volume of horizontal cylinder then how to mark on the tank according to the label such as 1000lit on 10 inch and next 10inch 1500.....etc So please make a video on this topic
@@Smarque06 I don't know for sure. But there is a method for finding the area between two curves. Take the integral of both curves and subtract one from the other to measure the area between. In this case it would be the area between a horizontal lines and the bottom half of a circle. That works until the circle is half full, then you have to take the area between a horizontal line and the bottom of the top half of a circle. The formula for a circle is y=+-sqrt(r^2-x^2).
To a close system 150 kg of work is supply if the initial valume is 0.6 meter cube and pressure of the system change as p=8-4v ; where p is in bar and V is in meter cube determine the final valume of pressure of the system Please sir solve this
Sir please help me to solve this I'm a fabricator of an storage tank. How many liters to put in if the diameter is 7 feet and the length is 16 feet please help me
60 minus 48 is 12. Why is the height of the triangle 18? It's not even the full difference. Forgive me if I have missed something. Perhaps just work out the area of segment of a circle, then multiply it by its length?
Sir, Volume= pi(r^2)h and and the total volume of this cylinder will be 22/7x30x30x150. The depth is 48 which is 4/5th of 60. So can’t the volume of water be 4/5*22/7x30x30x150 ?????
Height = 12" Width = 6" Radius =1/2 diameter Radius = 3" Area of the base = π r² = 3.1416 x 3"³ = 28.2744 in² Area of the volume = area of the base x height = 12 in x 28.2744 in² = 339.2928 in³
thank you Mr. Kumar. Your videos have helped my grand children appreciate math!!!
Thank you! I was struggling to find a good answer for this exact question!
So appreciative of this post! Thank you
Hi Kumar. Thank you for the perfect explanation of this case.
Today at work I had to calculate the amount of oil inside a horizontal-cylinder tank mathematically, but my fellow told me that there is no need for that he said there is a schedule including volumes that match every length of oil, and what I have to do is just measuring the length of oil.
True, when you need these calculations regularly, table relating the parameters can be used.
merci
Thanks for appreciation
Awesome... thanks for sharing
Thank you Brother
Thank you
thank you very much
amazing
simple and clear, thanks
Thanks for appreciation
highly simplified thumbs up
Thank you sir its very helpful
Your the man Anil. My favourite maths teacher on youtube !
Thanks and All the Best!
Thanks this hellped a lot👌👌
Wow
Excellent sir
Gracias
very helpful..thank you
Thank you, Anil Gee.
: )
This EXACT question was on a test exam.
I had to know how to solve it. 363730.cm3 = 363.7L
math is wonderful
a toy is in the form of cylinder diameter 2√2m and height 3.5m surmounted by a cone whose vertical angle is 90. then find the surface area of the toy
Thank u Mr. Anil nice explanation. Can you explain how to calculate the height of liquid in a similar case when the volume is known.
Mr. Kumar, thank you for this excellent explanation and for the steady and easy to follow pace. Why did not use Radians when solving the cos-1 for the Sector? How can you tell when to use Radians vs. Degrees? Several other variations of this exercise only work when I use Radians. When is one mode required over the other? I am struggling to understand this. Thank you!
Thanks sir 👌👌👌👌👌
Hi, sir how can I calculate horizontal cylindrical flat end tank of 10000IG with radius 1394.00 mm , length is 7520.00 mm and clearance base plate is 14.10 mn how we can calculate liter the Dip of rode in mm.
क्या आप बता सकते हो अगर आपका टैंक लेवल में ना हो वह जमीन के अंदर है और हम उसके अंदर भरे लिक्विड को नाप ते है वह आधा भरा हुआ है एक तरफ 300CM ह दूसरी तरफ 290CM है तो कैसे पता करें कितना लिक्विड है हमारे टैंक में ?
My problem is that if we find a volume of horizontal cylinder then how to mark on the tank according to the label such as 1000lit on 10 inch and next 10inch 1500.....etc
So please make a video on this topic
Thank you Sir
Thanks for appreciation
well its really complicated. But the other method would have been an integral. So thanks for showing us a geometry solution.
peter h can you show how it’s done with integrals?
@@Smarque06 I don't know for sure. But there is a method for finding the area between two curves. Take the integral of both curves and subtract one from the other to measure the area between. In this case it would be the area between a horizontal lines and the bottom half of a circle. That works until the circle is half full, then you have to take the area between a horizontal line and the bottom of the top half of a circle. The formula for a circle is y=+-sqrt(r^2-x^2).
Dear sir can you please say if the cylinder in a certain angle in horizontally then how can I calculate?
Hello sir , how to calculate volume of 10% torisphericle dish ?
To a close system 150 kg of work is supply if the initial valume is 0.6 meter cube and pressure of the system change as p=8-4v ; where p is in bar and V is in meter cube determine the final valume of pressure of the system
Please sir solve this
Sir please help me to solve this I'm a fabricator of an storage tank.
How many liters to put in if the diameter is 7 feet and the length is 16 feet please help me
Im wondering how 2 x 53.15 = 106.26
Hello sir, please put calculation of oval shaped tank area, volume and weight also please, thanks,
60 minus 48 is 12. Why is the height of the triangle 18? It's not even the full difference. Forgive me if I have missed something. Perhaps just work out the area of segment of a circle, then multiply it by its length?
Sorry, you are right.
no problems
48-30
HOW DARE YOU SLANDER THE GREAT ANIL KUMAR. REPENT FOR YOUR SINS CHILD BY PERMANENTLY MARKING YOUR SKIN OR FOREVER BURN IN YAWNING ABYSS.
Sir,
Volume= pi(r^2)h and and the total volume of this cylinder will be 22/7x30x30x150. The depth is 48 which is 4/5th of 60. So can’t the volume of water be 4/5*22/7x30x30x150 ?????
No bro.
This is circular shaped cylinder not cube/cuboid
What if the level of water is below 50% ?
Murtaza Khokhar th-cam.com/video/4oAIeRH72P4/w-d-xo.html
2*53.15=106.3 not 106.26
Agar cylinder pura bhra hua h to ???
Thanks V = pi r^2h
Sir, a vartical cylindrical tank of 12 " hight 6" width. Find volume of water it holds or contains.
Height = 12"
Width = 6"
Radius =1/2 diameter
Radius = 3"
Area of the base = π r²
= 3.1416 x 3"³
= 28.2744 in²
Area of the volume = area of the base x height
= 12 in x 28.2744 in²
= 339.2928 in³
Thank you sir. ButI need a the question of the capacity of a cylindrical tank of height is 3080 litres. Find the bas3 area of tank ?
I
You may check this th-cam.com/video/SZRHG70uxV0/w-d-xo.html
thanks
I think you over complicate this
no.
How will you solve for level below 50%. Anyone please guide.
Please use exactly the same method to find the area of the segment and then multiply by lenght.
Post a question with your answer to check.
Thanks
Here is an example for you : th-cam.com/video/4oAIeRH72P4/w-d-xo.html
Let me know if that helps
pee pee poo poo
Thank you sir
Thank you sir