3D Geometry | Equation of Plane & Angle Between Plane | By Gajendra Purohit

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This video lecture on 3D Geometry | Equation of Plane & Angle Between Plane | By Gajendra Purohit | Definition With Examples | Problems & Concepts by GP Sir will help Engineering and Basic Science students to understand the following topic of Mathematics:
1. Definition of Plane in 3D Geometry
2. Equation of Plane and its various forms in 3D Geometry.
3. how to find Angle Between Plane in 3D Geometry
4. This is helpful For B.Sc and B.Tech Students.
5. This is Part Of the 3D Geometry
#3DGeometry #Plane #EquationOfPlane #GPSir #ShortTrick #EngineeringMahemaics #BSCMaths #GATE #IITJAM #CSIRNET
This Concept is very important in Engineering & Basic Science Students. This video is very useful for B.Sc./B.Tech & M.Sc./M.Tech. students also preparing for NET, GATE, and IIT-JAM Aspirants.
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Time Stamp
0:00 - An introduction
1:07 - Definition of Plane
1:31 - Form of equation of Plane with example
4:32 - Example1. Based on equation of plane
7:18 - Angle between two Plane
9:44 - Example2. Based on Parallel plane
10:16 - Length of perpendicular from point to plane
11:05 - Example3. Based on length of perpendicular
11:23 - Q1. Based on angle between plane
12:33 - Q2. Based on length of perpendicular
13:26 - Q3. Based on equation of plane
17:01 - Q1. answer asked in Comment box based on perpendicular length
17:11 - Detailed about old videos

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Комментарии
Автор

P =0+0+0+3/√9
P =3/3
P =1 🙏🏻 only 15 sec 😘 thankyou sir ❤️

pranjalpandey
Автор

Option number 1 is correct and time taken is 3 sec

M_art
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Thank you so much, sir. I am a 2022-23 student, "Plane" was deleted in our syllabus. I was trying to learn this topic for 2 hours and finally found your video. It helped me a lot.

blue.tulips
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Sir, plz do UPSC IAS MATHEMATICS OPTIONAL VEDIOS

srinathan
Автор

Sir apke beeta Gamma function se hame bahut hi benefits mili hai aur jaicobian se bi

pradeepsahani
Автор

d=|0+0+0+3/root (4+4+1)|
d=|3/3|
d=1unit 🥰🥰

soniyakashyap
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Sir yeh question solve Karo plz
A simply supported beam is 4.2m long and is of circular cross section 100 mm in diameter. If the maximum permissible deflection is 5mm, determine the maximum value of the central load W. Take E= 2x10 N/mm². Also calculate the slope at the supports.

aashumahla
Автор

Sir apke jaisa concepts ko explain krne wale sir mujhe aaj tak koi bhi nhi mila
So thank you so much
For teach us

udaypratapsingh
Автор

Ans is A 1 on the last question.time 45 second approximately

ARPANDATTAARPAN-bxfm
Автор

Sir please upsc optional ka bhi video bnaye

anojjapriyadarshni
Автор

P=0+0+0+3/√9
P=3/3
P=1 😊..only in 7 sec sir thank-you a lot sir 😊

Dreamer
Автор

Thank u so much sir your video really helped a lot of student
answer ( 1)

RahulKumar-cenj
Автор

16:57
20 sec me answer aaya sir option A 1

xyzmanojkumar-zm
Автор

Sir please complete all this chapter soon sir♥️
Its very helpful lesson sir.
You know i am from Bhutan and getting benefitted from India🍀💗

ugyenofficial
Автор

sir ji answer is A i.e. 1 your videos are very helpful for us

priyanshubaliyan
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Thanks sir really helpful lec.. for new generation.

nk
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Sir, plz make videos of chapters -central conicoids, paraboloids, plane section of conicoids, generating lines of conicoids, etc of bsc 2nd semester maths coordinate geometry ( lucknow university) 🙏🙏

harshitasingh
Автор

Thanks you sir equations of plane kebsare concept clear Karne ke liye

generalknowledgetech
Автор

Thank you so much for doing job for all STUDENTS

srinathan
Автор

Aapka andaj bahut achchha hai sir🙏🙏🙏🙏🇮🇳

mukeshkumar-dpzz