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salut. poti sa mai rezolvi astfel de probleme?

Muchas gracias

Thank you sir. Very clear explanation :)

Türk müsünüz

Thank you❤

its very helpfull

pls upload more

please do more of these, they are very helpful

Love your way of describing this whole problem. Thanks a bunch!

thanks for help!

Happy learning everyone

Or that Maxx long is 6

Where we gpt six in diagram moment

Surely the sphere also has buoyancy in the air due to the portion of the sphere exposed and air displaced? Wouldn't be much compared to the water but still a factor.

Awesome!. I always wondered about this. This is great!.

Very good ❤

thank u

Your channel has a good collection of non-intuitive problems in physics...Please keep uploading more!

Consider a merry go round (disc) with two persons A and B sitting on diametrically opposite points of the disc (facing each other). The disc is rotating about its center. When we calculate the relative velocity of B with respect to A by usual subtraction of velocities, we get Vba = ωr-(-ωr)= 2ωr. But from point of view of A, B never moves and it seems that B is stationary from his view point. How to resolve this contradiction? Please make a video explaining this if possible.

Amazing video man

Excellent ❤

Could you define P1 in case syringe pushing upward ( i mean syringe in vertical position )

pathfinder baby 😎

😮

Promo`SM 🙄

Very interesting practice questions

Amazing

Bravisimo!!!!!

i really like your channel and the question on fluid mechanics.Can you do more of question solving and can you give the name of the book you use for tthe questions?

I don't believe this is correct. At time t = L / V the piston reaches the end and the density should be infinite but with your formula it's not. Also, I don't think we need to be solving fluid equations at all here. Since the density is homogeneous the density is simply mass divided by volume. Mass should be a constant and volume is shrinking linearly with time to zero.

You just saved my life, thank you!!!

Simple and clear. Thankyou!

Simple and clear: impossible not to understand. Thankyou!

Got another problem: what if we pump water from outside into the Syringe?

Amazing！ But, In this case, the piston moves forward at a constant speed. I wonder how this process be like when the piston is accelerating

So, what about the non-inertial reference frame? The Bernoulli equation a reductive version of the Work-Energy Theorem, which requires forces and motions to be with respect to an inertial frame. This problem is essentially a turbo-pump, where velocity depends on the flow rate, (which depends on the orifice size in this problem). The absolute exit velocity could be anywhere from zero to 1.732 times the tangential velocity. Try again.

Sir, you have shown that maximum BM is wl2/16. It's not correct. You have to find BM value at the section of zero SF. That BM value will be the greatest of all....

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hey love your content keep adding more such questions

Flipping legend

as the string is pulling at A why the bar won't be rotating and get lifted at point P. how did you know that point P doesn't have normal velocity

Great video! That has helped so much! Are you going to make a part 2 finding the slope and deflection? 😁

Many thanks have been looking for the math on this, spinning tube at length 50m, Tan velocity of one end 10mph, other 100mph, at what velocity would the water come out. pressure would be good also.

None of this I have used at my job lol 😭 It is all excel

very fantastic problem

pleas can you give me the reference names.

Sir , in first question , let balance Weight of Al +weight of wax =byoucancy force on wax and aluminium , in this way we can find maximum length of candle

😌 'PromoSM'!

Nice job, sounds great.

ngl this explains better than my actual tutor, Thanks Bogdan.