Forces - Free Formula Sheet: bit.ly/4duMv3W Direct Link to The Full Video: bit.ly/3WKkZrZ Full 56 Minute Video: www.patreon.com/MathScienceTutor Physics PDF Worksheets: www.video-tutor.net/physics.html
Dear Sir, Please clarify anything wrong here ? 3:41 - Triangle on the "right" compares to triangle on the "left" (the red line you have just drawn ==> Should it be x-line direction and the other one should be y-line direction (meaning other way around)? That is x = mg sin (theta) and y = mg cos (theta) ?
Sir, Please compare carefully situation between 7:14 and 8:44. To me, it is "the same" Seem to me that you are treating object moving to the "Right-Hand-Side" direction is "+ve". Right? Hence, Fx = -ve as object moves Left-Hand-Side in 8.44 ==> ax = -ve ==> 7:14 = 8:44, that is, Fx = -Fg - Fk
@@huyanhle Yes, that's true. As long as we stick to one frame of reference. We should be getting the same answer. we should be getting both the magnitude and direction correct.
Hi. I know you deserve remuneration for your efforts but some of us cannot afford to pay for the patreon. I really wish there was another way because your videos are helpful and I really need them
Start 0:14 formulas,2:16 finding acceleration,5:20 friction then acceleration,7:18 sliding up,8:45 another sliding up problem,10:12 problem solution 1 ,14:15 problem solution 2
You are my hero bro.. You are helping me in everything since 3 years..(I am watching your videos since 3 years) You made my High School and Now Engineering super easy..!! Thank You Soooooo Much..!!!
understand my college physics class so much now after being lost for the first entire month n a half. You potentially might have saved my grade. the goat.
I've watched many of your videos and just now learned you had a patreon. I'll be supporting you from now on (might wanna advertise that a little more). Thank you for everything you do!
Thank you very much sir, i have cleared all my basic doubts with this video on inclined surfaces topic.I never seen this type of explanation ever before.
Thanks so much man. Ive been stuck on resolving components and solving incined plane questions for the past year till i found this video. You are an amazing teacher 👏
Professor Organic Chemistry Tutor, thank you for an awesome video/lecture on The Introduction to Inclined Planes in Physics/Engineering Physics. The free body diagrams are the heart and soul of solving inclined plane physics problems. All physics students must know how to draw and analyze free body diagrams in physics. This is an error free video/lecture on RUclips TV with the Organic Chemistry Tutor.
The video explains the physics of inclined planes, covering key formulas like normal force, gravitational components, and acceleration, including the effects of friction. It demonstrates calculations for blocks on inclines with varying angles and friction conditions. [00:01] Understanding the forces and angles on an inclined plane - Reviewing the normal force and weight of an object on an incline} - Explaining the importance of drawing a triangle to analyze forces} - Demonstrating the calculation of angles using trigonometry} - Applying trigonometric ratios to determine components of forces}
[03:34] Understanding the forces on a block on an inclined plane - Identifying the force that accelerates the block down the incline} - Deriving a formula to find the acceleration of a block on a frictionless incline} - Realizing that the acceleration down the incline is independent of the block's mass} - Dealing with friction when the block is sliding down the incline}
[07:01] Calculation of acceleration on inclined planes - Determining acceleration of a block sliding up an incline} - Net force in the x direction involving gravity and friction} - Acceleration formula for a block sliding up an incline} - Effect of incline direction on acceleration} - Physics problem related to inclined planes}
[10:28] Introduction to Inclined Planes: Understanding forces and acceleration - Main forces on an inclined plane: Normal force, gravitational force, friction} - Calculating acceleration on an inclined plane using g sine theta} - Acceleration on the incline is 4.9 meters per second squared} - Determining final speed after traveling 200 meters down the incline}
[14:00] Calculating acceleration and distance on an inclined plane - Block moving up a 25 degree incline with initial speed} - Acceleration in the x direction calculated as -4.14166 m/s^2} - Answer for part a: acceleration of the block} - Determining the distance the block travels before stopping}
[17:31] Calculating the distance traveled on an inclined plane - Solving for the distance 'd' on the incline} - Determining the time it takes for the block to stop} - Using the kinematic formula to calculate final velocity}
20:38 this is debatable, making it come to a stop makes it seem like there is friction on the incline which is not included in calculations. gravity will ultimately pull the block back down. what i did was multiply the time it takes to get to its max height by 2, which is saying that it will reach a max height and then go back to where it started.
i loveyouru videos and you do a great job explaining everything, but at 1:40.. you should have used the bottom line as x as it is parallel to the x axis of the incline and should have used y as the line perpendicular to the incline. because you did it backwards i had to keep in mind that for every formula you gave for sin and cosine, i had to switch them. just saying..but other than that great job and thank you very much.
Hello! your video is really helpful and we really appreciate your work! Just wanna let you know that you made a mistake after you drew the triangle on the right at 1:30, the x and y should swap to make it correct. y = mg cos theta, x = mg sin theta.
Yes, you are right, I also saw that he put y on the horizontal direction...it's a small mistake but it could confuse people. For the rest his videos are really great :)
My Uni professor takes pride in not giving lecture because "it doesn't challenge us", so learning how this stuff works from the internet is the solution to that problem
at 2:53 Fnet on y-axis should be zero to say that Fn=mg cos(angle), while the object is moving at an angle which means that it's moving with acceleration on x and y axes which means Fnet on y, is not equal to zero
Based off your example questions, AND the importance of diagram accuracy in which way the triangle is facing being important cause it can change up the signs: HOW do you know which way to draw your triangle?!?
It is not intuitive, but think about a shallow ramp, say 10°. Most of mg will be directed downward. Cos of 10° will be nearly 1, whereas sin will be very small. So mg toward the ground will be cos theta and mg down the shallow ramp will be sin theta.
Thanks for the explanation 🙏.. now how do you tell the direction which the free body diagram should face to give you a postive or a negative value for acceleration ? 😓😓
Forces - Free Formula Sheet: bit.ly/4duMv3W
Direct Link to The Full Video: bit.ly/3WKkZrZ
Full 56 Minute Video: www.patreon.com/MathScienceTutor
Physics PDF Worksheets: www.video-tutor.net/physics.html
Dear Sir,
Please clarify anything wrong here ?
3:41 - Triangle on the "right" compares to triangle on the "left" (the red line you have just drawn ==> Should it be x-line direction and the other one should be y-line direction (meaning other way around)?
That is x = mg sin (theta) and y = mg cos (theta) ?
Sir,
Please compare carefully situation between 7:14 and 8:44. To me, it is "the same"
Seem to me that you are treating object moving to the "Right-Hand-Side" direction is "+ve". Right?
Hence, Fx = -ve as object moves Left-Hand-Side in 8.44 ==> ax = -ve
==> 7:14 = 8:44, that is, Fx = -Fg - Fk
@@huyanhle Yes, that's true. As long as we stick to one frame of reference. We should be getting the same answer. we should be getting both the magnitude and direction correct.
Hi. I know you deserve remuneration for your efforts but some of us cannot afford to pay for the patreon. I really wish there was another way because your videos are helpful and I really need them
Start 0:14 formulas,2:16 finding acceleration,5:20 friction then acceleration,7:18 sliding up,8:45 another sliding up problem,10:12 problem solution 1 ,14:15 problem solution 2
THANK YOU
Hey thank you!
9:43
Sir how could it is sliding up in the left direction if the acceleration is going to the right(down)?
@@menglimarrero4296 there is a starting velocity that you didn't take into account
The angle description to prove where theta is on the force triangle you gave is what I needed! Thank you!
Me too. I always wondered
Same for me too 😅
That was the only part my teacher didn’t explain. I was so confusedddd😂
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You are helping me in everything since 3 years..(I am watching your videos since 3 years)
You made my High School and Now Engineering super easy..!!
Thank You Soooooo Much..!!!
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@@faithjosiah8337 XD
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understand my college physics class so much now after being lost for the first entire month n a half. You potentially might have saved my grade. the goat.
in my country I’m learning this for grade 9
@@thlegend1013 same
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I've watched many of your videos and just now learned you had a patreon. I'll be supporting you from now on (might wanna advertise that a little more). Thank you for everything you do!
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Thank you very much sir, i have cleared all my basic doubts with this video on inclined surfaces topic.I never seen this type of explanation ever before.
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Thanks so much man. Ive been stuck on resolving components and solving incined plane questions for the past year till i found this video. You are an amazing teacher 👏
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this is 9th grade physics..
@@steve4718 and people are taking it in college and its not easy for everyone
@@steve4718 its 11th grade physics for me :)
@@ponycatty 9th grade for me
@@steve4718 thats cool, i wonder what physics youll learn in grade 11 then
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Professor Organic Chemistry Tutor, thank you for an awesome video/lecture on The Introduction to Inclined Planes in Physics/Engineering Physics. The free body diagrams are the heart and soul of solving inclined plane physics problems. All physics students must know how to draw and analyze free body diagrams in physics. This is an error free video/lecture on RUclips TV with the Organic Chemistry Tutor.
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The video explains the physics of inclined planes, covering key formulas like normal force, gravitational components, and acceleration, including the effects of friction. It demonstrates calculations for blocks on inclines with varying angles and friction conditions.
[00:01] Understanding the forces and angles on an inclined plane
- Reviewing the normal force and weight of an object on an incline}
- Explaining the importance of drawing a triangle to analyze forces}
- Demonstrating the calculation of angles using trigonometry}
- Applying trigonometric ratios to determine components of forces}
[03:34] Understanding the forces on a block on an inclined plane
- Identifying the force that accelerates the block down the incline}
- Deriving a formula to find the acceleration of a block on a frictionless incline}
- Realizing that the acceleration down the incline is independent of the block's mass}
- Dealing with friction when the block is sliding down the incline}
[07:01] Calculation of acceleration on inclined planes
- Determining acceleration of a block sliding up an incline}
- Net force in the x direction involving gravity and friction}
- Acceleration formula for a block sliding up an incline}
- Effect of incline direction on acceleration}
- Physics problem related to inclined planes}
[10:28] Introduction to Inclined Planes: Understanding forces and acceleration
- Main forces on an inclined plane: Normal force, gravitational force, friction}
- Calculating acceleration on an inclined plane using g sine theta}
- Acceleration on the incline is 4.9 meters per second squared}
- Determining final speed after traveling 200 meters down the incline}
[14:00] Calculating acceleration and distance on an inclined plane
- Block moving up a 25 degree incline with initial speed}
- Acceleration in the x direction calculated as -4.14166 m/s^2}
- Answer for part a: acceleration of the block}
- Determining the distance the block travels before stopping}
[17:31] Calculating the distance traveled on an inclined plane
- Solving for the distance 'd' on the incline}
- Determining the time it takes for the block to stop}
- Using the kinematic formula to calculate final velocity}
@TheOrganicChemistryTutor
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20:38 this is debatable, making it come to a stop makes it seem like there is friction on the incline which is not included in calculations. gravity will ultimately pull the block back down. what i did was multiply the time it takes to get to its max height by 2, which is saying that it will reach a max height and then go back to where it started.
Thanks, you really saved me 2hrs before the exam
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i loveyouru videos and you do a great job explaining everything, but at 1:40.. you should have used the bottom line as x as it is parallel to the x axis of the incline and should have used y as the line perpendicular to the incline. because you did it backwards i had to keep in mind that for every formula you gave for sin and cosine, i had to switch them. just saying..but other than that great job and thank you very much.
You've been always helpful. Thanks
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Hello! your video is really helpful and we really appreciate your work! Just wanna let you know that you made a mistake after you drew the triangle on the right at 1:30, the x and y should swap to make it correct. y = mg cos theta, x = mg sin theta.
Yes, you are right, I also saw that he put y on the horizontal direction...it's a small mistake but it could confuse people. For the rest his videos are really great :)
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My Uni professor takes pride in not giving lecture because "it doesn't challenge us", so learning how this stuff works from the internet is the solution to that problem
Thank you for saving me!
at 2:53
Fnet on y-axis should be zero to say that Fn=mg cos(angle), while the object is moving at an angle which means that it's moving with acceleration on x and y axes which means Fnet on y, is not equal to zero
Really u are good🎉🎉🎉
Based off your example questions, AND the importance of diagram accuracy in which way the triangle is facing being important cause it can change up the signs:
HOW do you know which way to draw your triangle?!?
this is really helpful
Awesome video thanks
For getting Fx why are you using sin instead of cos? I thought we would always use cos for x and sin for y like in kinematics?
It is not intuitive, but think about a shallow ramp, say 10°. Most of mg will be directed downward. Cos of 10° will be nearly 1, whereas sin will be very small. So mg toward the ground will be cos theta and mg down the shallow ramp will be sin theta.
Thanks for the explanation 🙏.. now how do you tell the direction which the free body diagram should face to give you a postive or a negative value for acceleration ? 😓😓
Sir, this is my doubt too
thank you for this it really help
Very clear I like it 🎉