how to find height of mountain by angular instrument?
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- เผยแพร่เมื่อ 19 ต.ค. 2024
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Hello guys, there’s other way to solve this problem. Consider BE = x (say) and CE = y (say). Now apply tan to both angles. You will get linear equations in two variables. Ultimately solve for y and that will be your answer. 😁
How can we apply when there is no tan 30 ,45,60,90 ,0
Thank You so much sir for your given useful knowledge ❣️
I noticed that 8 member disliked , why...? He has worked hard to make us understand it easy.
Thank you for visiting 🥰🥰.
Let people do what they can 😔
Nice video with great diagram. We could also use this to mark the location (map distance (AE), not walking(AC)) of very high trees, towers, buildings... that are partially hidden by lower ones in between you and them..
It's so easy explanation for uneducated me to understand lolololol
thank you so much! Engineer Boy!
Thank you for compliment ❤️
Great sir..very well explained 👍👍
Thank you for sharing
Thank you for such a well explained video! The diagram was very helpful.
Glad it was helpful!
Love from india
❤️❤️❤️❤️
Thank you so much sir your explain is very nice in the vedio
Thank you for compliment
Good video! Well done!
Thank you dear, enjoy 😉
Divice name plz
Sir make video Accourding to Dubai Rule.like pipe line
Will try
Good explanation...Thank you👍
Most welcome dear ❤️❤️
SO NICE SIR. BUT ONE THING I CAN'T UNDERSTAND HOW CAN I REALIZE THAT THIS IS RIGHT ANGLED TRIANGLE.? BECAUSE DUE TO HILLY GROUND I CAN'T MEASURE RIGHT ANGLE. THIS FORMULA IS APPLICABLE FOR RIGHT ANGLE TRIANGLE ONLY. SO PLEASE EXPLAIN SIR CLEARLY.
i recommend to watch another uploaded video when base point of mountain is not accessible ,, please watch that video in same playlist
Nice explanation 👍👍
Thanks for liking
🔥🔥🔥🔥
👍 👏
Good
Welcome
I totally agree with this method but surely it only works if the earth is flat. Can you please explain how they calculate these measurements when one of the axis is supposedly curved. Or are you one of those crazy flat earthers?
Sir yeh konsa accent hai😂😂
My accent 😂🤣