Power of Physics
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- Опубліковано 23 кві 2024
- Power of Physics #motivation #studymotivation #meme #neet
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Physics lover like karo❤❤❤❤❤❤❤❤❤❤❤❤❤❤
Movie name??
Movie name??
It's not physics it's math
@@user-bp4rq1iz1qit's physics
@@user-bp4rq1iz1q physics is also maths
Bro gave me motivation to study physics properly💀
Good!
45KM/HOUR JAISE CALCULATION KO ROBOT KE LIYE HOTI HAI HMEIN TONPRACTICE SE KR SAKTE HAI ESMEIN PHYSICS KO KYUN TODA😂😂😂😂
😂
And after learning physics you will be a cleaner😂
🎉🎉🎉🎉😮😮yay
When a player is advanced in physics 😅😅😅
Mai soch rha hu isne jee advance m try kyun nhi kiya😅😂
@@MYNK_EDITSkar lo try jee advanced
Physics is just approximation
45KM/HOUR JAISE CALCULATION KO ROBOT KE LIYE HOTI HAI HMEIN TONPRACTICE SE KR SAKTE HAI ESMEIN PHYSICS KO KYUN TODA😂😂😂😂
😂😂😂😂
Power of physics ❌
Power of knowledge ✅
Right 👍
power of experience💪
No power of physics ✔️
Bro it's only knolage of physics it's not knolage of history and biology
Physics be like- School k time itna padha hota to yaha safai nh krta 😂😂😂😂😂😂
Physics in books ☠️
Physics in reality 🗿
Physics in Book 🗿
Physics in Real life 🗿
Physics in books🗿
Physics in real life🗿🗿🗿
This is true
Respect this man for not only calculate things right but also executed it perfectly too.
It's fake you know it right...???
Bai maro mujai maro eye wala Bai Edar honai wala nehi Hai vo modern life mi hona chaiyai
@@ompatil9554 yes. I did.
Bro Just changed Basketball into Physics experiment 😅😅
For physics lover 😊
999+ missed calls from physicswallah 😅
Now it's 9999+😂😂😅
it's even more now 99999+
Now 999999+
Now 999999999999999999999+
Now9999999999999999999999999999+...
Boy :Rocked 🔥
Security:Shocked😱
What you a movie
😂
@@PlayMusic-cj7fl R.I.P English
😈😈😈😈
Study for knowledge not for Marks
Physics wahi jo diwana bna de
Bio wahi jo Baap bana de 😂😂 No Hate.
@@got-to-code🤣🤣🤣
@@got-to-code😂😂😂
😂😂😂
Yes
9k+ missed calls from NASA 😂
😂😂
😂😂😂
😅😂😅😂😅😅😂😅😂😅😂😅😂😅😊😂😊😂😂😊😅😂😊😂😊😂😊😂😅😂😅😊😂😊😂😅😮😂😮😂😮😮😂😢😂😢😮😂😅😂😅😂😊😂❤😊😅😂😅😂😅😂😅😊😂😊😂😊😂😊
😅😅😅
@@jitendrakumarsaini5300pagal ho kya
What he is doing in the basketball court He must be a physician
👇
Power of Physics not power of Maths❤️🔥❤️🔥❤️🔥❤️🔥❤️🔥❤️🔥
Bro is like a machine in throwing that all 🏀 at 45.5km speed😂😂😂
even i wondered the same.. :P
Mechanical arm
The launch velocity is a lot lower than that by my calculations lol. (The below is copied from my main comment) [LONG COMMENT WARNING]
Suppose a standard NBA court. This gives a hoop altitude of 10 feet. The man is shooting from the half court line, placing him 47 feet from the endline behind the backboard, which said backboard extends 4 feet from the endline towards half court. The target is the center of the hoop, which has a radius of 9 inches. This means the target is 4ft 9 inches from the endline, or 42.25ft from the man shooting the ball. The man's height is difficult to know...based off the video and the center circle dimensions he seems to be shooting the ball from about six feet in the air, let's call it 6 feet exactly. This means we need to plot a parabolic trajectory between the shooter and the hoop. Supposing the shooting position as the origin:
(0ft,0ft), we can therefore say the target is at coordinates (42.25ft,4ft). Simple enough: plot a parabolic trajectory between those two coordinates.
There are some constraints of course. We are in earth's gravity, defining our acceleration at 32ft/s² in the -y direction (down 😂). We are going to have to ignore aerodynamic forces: ball spin, drag, gusting, it’s all too much to deal with. Lastly, given the possibility of colliding with the front of the hoop, the ball will not reach the target coordinates if arriving at too shallow an angle *roughly* given by:
arcsin(ballradius/hoopradius)
=arcsin(4.7in/9in)≈31.5°
Since the constraints are a lot less restrictive on the shooter's end of things, let's plot the course backwards. Give ourselves an arrival angle of 45°: plenty of margin for error to avoid collision with the rim. With that arrival angle, we have that (u is velocity in the x direction, v is velocity in the y direction, and ' represents arrival variable):
u'=-v'
u'=u
v'=v-32t
ut=42.25
t=42.25/u
=42.25/-v'
v'=v+1352/v'
v'²=vv'+1352 1️⃣
v'²=v²-2(32)(4)
v'²=v²-256 2️⃣
Plugging 1️⃣ and 2️⃣ into wolfram alpha, we get that:
v=29.5556ft/s
v'=‐24.8503ft/s
u=24.8503ft/s
We have our heading! Our parabolic trajectory from an origin of (0,0) to (42.25,4) necessitates a launch vector of
This necessitates a launch velocity of:
√(u²+v²)=38.6144ft/s
At an angle of:
arctan(v/u)=49.94°
45.5 "km" is not speed bro cuz u put the unit of distance not speed
Ok I missed to type "/hr" to make it 45.5km/hr
Bro hacked the game in seconds😂
😂😂😂😂😂😂😂
Hacker hai bhai hacker
Not bro 😂 in one reel
best of comments ❤
Physics Ka Rola Hai Bhai 😎😎🔥🔥
Вот она сила физики и математики 👍
This is a power of Physics and Maths 🧠💪🏽
No this is not power physics or maths this is the power of BRAIN 💪💪💪💪
Это сила монтажа
A person who is this much talented in physics can never be a cleaner
ua-cam.com/users/shorts7btqe2YlGr8?si=53p-h0HMsR0AC_sY
Part time job, learner don't have ego
The laugh and the scream matched so much
I like this video because offcourse we are physics lover ❤😊
It's power of Physics and Math ❤❤❤
And most important practice 😊
Why he is moping there after knowing this much of physics 😂
Such a great work 👏
That's amazing 👍👍👍
Never give up trying again & again
In better shape
Education is most important it example of Education ❤❤❤please like physics love 😍 😊
Physics + math. 💀💀
Finally I know why physics is important 😅😂
Physics nhi ,maths ka power hai ❤
Move name : physyster ❤
Physics is beautiful ,amazing,easy until it comes to numerical 😂😂
He was just able to solve a practical numerical with just pen, paper and other stationary items 😳
@@arprogames Absolutely 😵
@arprogames bruh every asian kid can do that
@@user-bh5xz7dp4w what am I then? ain't i Asian?
Who said it is easy💀💀💀
Just try to learn rocket science 💀💀
Without practice the study is nothing😅😊😊😂😂😂
Absolutely right bro..😂 this is made for physics promotion only. Who don't know physics, also he/she can do it by only practice it😅
Boy rocked, guard shocked
I love physics chemistry and maths ❤❤❤❤pcm students
POV:He cleared JEE advanced 😂😂😂
Me: does all the correct calculations
Universe: Now try throwing the ball with 42.37 degrees with 76.91N Force 😢😢
That what i was thinking about
😂😂😂😂😂😂😂😂
Wahi na 😂😂😂
😂
Was searching for a comment like this. GJ bro
Position not matters... Practice and wellknown projection takes a head
Logically, we can't throw at a fixed initial velocity that is required even though we can calculate it
His Face he is like Lupin the 3rd 😂😂😂
😂
Yup 😂
It's not the power of physics it's the laws of physics 😂
Overbkl
Time Consumption of Knowledge
Experience of Practical
Ek baat sochne wali hai calculation karne ke baad insan perfect kisi chij ko exact speed se throw nahi kar sakta. Ye sirf practice par depend karta hai
Bro creates accurate force 👽
I understand the power of physics, but i still could't understand that how he managed to throw the ball with same power each time 😂😂
I was looking for this 😌
Us bro
My favourite subject is physics and math❤😊❤
99+ missed calls from Harvard
It is already Physics but this is power of Practice.
And bro is still a security gaurd 💀💀
Force you can judge but speed per hour you can't manage with your hand..
Steph curry does that but without the calculation and the work 😲
Newton ❌
Basketton✔️
I am inspired by this bro's power of devotion towards physics , I think I will also study physics a bit seriously 😅 so that I can pass in physics
I love the message that math can do anything.
Physics is the father of science
This's Albert Einstein when he plays basketball 😂
O ALLAH, BLESS MOUHAMMAD AND THE FAMILY FOR MOUHAMMAD ❤
Everyone : Giving motivation to study physics.
Me: But still thisguy is a sweeper.😊
Basketballers laughing in the corner...Calculation and physics can't make you able to generate exact power and technique required for doing this, it only comes with practice and experience.
DONT MAKE FUN OF SKINNY NERDSTOPPERS WHO TRY TO BE GOOD IN SPROTS BUT KEEP FAILING
Finally a situation where physics is used !!😂
Bro physics wahi jo diwana बना de
@@mdaahanibrahim2709 haina😂
Power of physics ❤❤
Physics and mechanics power
Hacker hai bhai hacker hai 😅
POV EINSTEIN WAS A JANITOR
Power of physics ❌
power of maths ✅
999+ missed calls from IIT professors
طريقة التي ينزع بيها طالب الضغط هي
بأن يتوكل على الله ويعرف متيقنا بأن الباكالوريا رزق وقد كتبه الله مصيره للمترشح قبل ان يلد ، اما ثانيا بالعمل المنظم بطريقة البومودورو وغيرها من تقنيات كتقنية المكافأة..🎉 فكلما عمل الانسان وتقدم احس بالقوة وزادت ثقة عنده وتناقص ضغط لديه.
نقط الى سطر ملخص وافي 🎉❤
How did physics gave him the power to throw the ball with perfect initial velocity?
Exactly my thought
Distance and angle to pata chal hi gya tha ki kya hona chahiye
@@Astudentsthoughts-A.S.Pha aur 41.5 kmph pe wo bada sa ball to phekna kitna human-like kaam hai na😂😂😂
@@Astudentsthoughts-A.S.P han or phir bhagwan ne bola le bacha terko m 41.5km/ph ki speed deta hu ball phenkne ki 😂😂
My thoughts
He can make measurements but cant rotate his hand in the specific degree 😅Now its again chemistry
❤❤❤❤❤❤
Knowledge is good but experience is great
Experience is always one step ahead of knowledge
Bro was so smart that he was hired as the school janitor
पर गणित के बिना physics अधूरा है इस् लिये power of maths💪💯💯❤❤❤😊😊😊😊😊😊
Bro gave all his skill points to the inteligence
It's Physics and maths both bcoz equations are Derive using Coordinate geometry ❤
Without physics you can't understand maths..Maths is the language of physics both are dependent on each other😊
@@supermotivation1494 no no that we call math is the mother of all subjects suuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuuu math power
@@waheedbmr9348 Then tell me what is use of dirac delta function?😀
Ok, let's apply physics here.
Be warned: this is a long comment.
Suppose a standard NBA court. This gives a hoop altitude of 10 feet. The man is shooting from the half court line, placing him 47 feet from the endline behind the backboard, which said backboard extends 4 feet from the endline towards half court. The target is the center of the hoop, which has a radius of 9 inches. This means the target is 4ft 9 inches from the endline, or 42.25ft from the man shooting the ball. The man's height is difficult to know...based off the video and the center circle dimensions he seems to be shooting the ball from about six feet in the air, let's call it 6 feet exactly. This means we need to plot a parabolic trajectory between the shooter and the hoop. Supposing the shooting position as the origin:
(0ft,0ft), we can therefore say the target is at coordinates (42.25ft,4ft). Simple enough: plot a parabolic trajectory between those two coordinates.
There are some constraints of course. We are in earth's gravity, defining our acceleration at 32ft/s² in the -y direction (down 😂). We are going to have to ignore aerodynamic forces: ball spin, drag, gusting, it’s all too much to deal with. Lastly, given the possibility of colliding with the front of the hoop, the ball will not reach the target coordinates if arriving at too shallow an angle *roughly* given by:
arcsin(ballradius/hoopradius)
=arcsin(4.7in/9in)≈31.5°
Since the constraints are a lot less restrictive on the shooter's end of things, let's plot the course backwards. Give ourselves an arrival angle of 45°: plenty of margin for error to avoid collision with the rim. With that arrival angle, we have that (u is velocity in the x direction, v is velocity in the y direction, and ' represents arrival variable):
u'=-v'
u'=u
v'=v-32t
ut=42.25
t=42.25/u
=42.25/-v'
v'=v+1352/v'
v'²=vv'+1352 1️⃣
v'²=v²-2(32)(4)
v'²=v²-256 2️⃣
Plugging 1️⃣ and 2️⃣ into wolfram alpha, we get that:
v=29.5556ft/s
v'=‐24.8503ft/s
u=24.8503ft/s
We have our heading! Our parabolic trajectory from an origin of (0,0) to (42.25,4) necessitates a launch vector of
This necessitates a launch velocity of:
√(u²+v²)=38.6144ft/s
At an angle of:
arctan(v/u)=49.94°
@@supermotivation1494and the dirac delta function is used in standard impulse calculations in physics. If you question is its use in physics that the main one that comes to mind. In math its simply a function that has zero width, infinite height, and has an area under its curve normalized to 1.
ലെ ഫിസിക്സ് : ഇത് എന്തുവാ സംഭവം ഞാൻ അറിയാത്തത് 😅😂
Itana dimag agar iit ya fir upsc me lagaya hota to Aaj ye safai nahi karata hota😅😅😅😅😂😂
Hard work doesn't fail
How could he throw with same velocity each time, don't make joke of physics 😂😂
Exactly
Same question 🙋
Well now they got another reason why physics is needed
Bro is so super smart😎
Iske haath se ek dam perfect force kaise nikal gya 🙂
When a topper become a cleaner 😂😂
When you are a topper in physics and math's
इसे तो वॉलीबॉल खेलना चाहिए
Aesa hi hota hai jab aap 10th class may 95% marks leke 11th may pcm lete hai😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂
This is power of same throwing for 3times. Math & Physics both depend on proper apply of them. So, it's your credit.
Equation of trajectory of projectile motion..... 🔥🔥
[Copy of my original comment]
Ok, let's apply physics here.
Be warned: this is a long comment.
Suppose a standard NBA court. This gives a hoop altitude of 10 feet. The man is shooting from the half court line, placing him 47 feet from the endline behind the backboard, which said backboard extends 4 feet from the endline towards half court. The target is the center of the hoop, which has a radius of 9 inches. This means the target is 4ft 9 inches from the endline, or 42.25ft from the man shooting the ball. The man's height is difficult to know...based off the video and the center circle dimensions he seems to be shooting the ball from about six feet in the air, let's call it 6 feet exactly. This means we need to plot a parabolic trajectory between the shooter and the hoop. Supposing the shooting position as the origin:
(0ft,0ft), we can therefore say the target is at coordinates (42.25ft,4ft). Simple enough: plot a parabolic trajectory between those two coordinates.
There are some constraints of course. We are in earth's gravity, defining our acceleration at 32ft/s² in the -y direction (down 😂). We are going to have to ignore aerodynamic forces: ball spin, drag, gusting, it’s all too much to deal with. Lastly, given the possibility of colliding with the front of the hoop, the ball will not reach the target coordinates if arriving at too shallow an angle *roughly* given by:
arcsin(ballradius/hoopradius)
=arcsin(4.7in/9in)≈31.5°
Since the constraints are a lot less restrictive on the shooter's end of things, let's plot the course backwards. Give ourselves an arrival angle of 45°: plenty of margin for error to avoid collision with the rim. With that arrival angle, we have that (u is velocity in the x direction, v is velocity in the y direction, and ' represents arrival variable):
u'=-v'
u'=u
v'=v-32t
ut=42.25
t=42.25/u
=42.25/-v'
v'=v+1352/v'
v'²=vv'+1352 1️⃣
v'²=v²-2(32)(4)
v'²=v²-256 2️⃣
Plugging 1️⃣ and 2️⃣ into wolfram alpha, we get that:
v=29.5556ft/s
v'=‐24.8503ft/s
u=24.8503ft/s
We have our heading! Our parabolic trajectory from an origin of (0,0) to (42.25,4) necessitates a launch vector of
This necessitates a launch velocity of:
√(u²+v²)=38.6144ft/s
At an angle of:
arctan(v/u)=49.94°
I wish people could throw a ball with the exact force they need))
Yes this is the power of physics❤
Physician are really genius 🤝
How he locked his hands to the needed velocity it needs another explanation 😂
If your physics go with how you throw the ball or how you throw the ball , you win or win win.
He was a master of physics
Ok, let's apply physics here.
Be warned: this is a long comment.
Suppose a standard NBA court. This gives a hoop altitude of 10 feet. The man is shooting from the half court line, placing him 47 feet from the endline behind the backboard, which said backboard extends 4 feet from the endline towards half court. The target is the center of the hoop, which has a radius of 9 inches. This means the target is 4ft 9 inches from the endline, or 42.25ft from the man shooting the ball. The man's height is difficult to know...based off the video and the center circle dimensions he seems to be shooting the ball from about six feet in the air, let's call it 6 feet exactly. This means we need to plot a parabolic trajectory between the shooter and the hoop. Supposing the shooting position as the origin:
(0ft,0ft), we can therefore say the target is at coordinates (42.25ft,4ft). Simple enough: plot a parabolic trajectory between those two coordinates.
There are some constraints of course. We are in earth's gravity, defining our acceleration at 32ft/s² in the -y direction (down 😂). We are going to have to ignore aerodynamic forces: ball spin, drag, gusting, it’s all too much to deal with. Lastly, given the possibility of colliding with the front of the hoop, the ball will not reach the target coordinates if arriving at too shallow an angle *roughly* given by:
arcsin(ballradius/hoopradius)
=arcsin(4.7in/9in)≈31.5°
Since the constraints are a lot less restrictive on the shooter's end of things, let's plot the course backwards. Give ourselves an arrival angle of 45°: plenty of margin for error to avoid collision with the rim. With that arrival angle, we have that (u is velocity in the x direction, v is velocity in the y direction, and ' represents arrival variable):
u'=-v'
u'=u
v'=v-32t
ut=42.25
t=42.25/u
=42.25/-v'
v'=v+1352/v'
v'²=vv'+1352 1️⃣
v'²=v²-2(32)(4)
v'²=v²-256 2️⃣
Plugging 1️⃣ and 2️⃣ into wolfram alpha, we get that:
v=29.5556ft/s
v'=‐24.8503ft/s
u=24.8503ft/s
We have our heading! Our parabolic trajectory from an origin of (0,0) to (42.25,4) necessitates a launch vector of
This necessitates a launch velocity of:
√(u²+v²)=38.6144ft/s
At an angle of:
arctan(v/u)=49.94°
Broooo, thas crazy, good job😎😎
Wow
Ok let me copy this and paste 😂😂😂
@@user-vm8tx6jc6b 😁😁😁😂😂😂😂😂😂😂😂😂😂😂😂😂😂😂
Tomorrow is my physics exam and you gave me motivation by this😂😂😊❤
May be physics formulae applied here. But more you practice more you get the result. Practice makes man perfect. Here only practice is important.
Bro proof that after studying you will become a cleaner
Security guard shocked, janitor rocked