Engineering Mechanics_Forces on a Plane_Level 2_Problem 2

My Affiliate Links:

[kbhigbg]

From engineering drawing to mechanics, you are amazing tutor sir..😊😊

[shankartumbagi]

Plz make clear how u take alpha and beta at the centres of spheres,

[sbti]

Is the position of Rb correct ??
I think it should not lie on the dotted line !!

[darshitgandhi]

Sir how can the angle that Rd makes with mg is same as alpha??

[arafatkibria]

Informative-- so the angles between the V groove and the horizontal can be neglected for Lomi's Theorem?

[saurabhdhingraa]

how is Rb in the same direction as Rc. Shouldn't Rb at an angle perpendicular to the plane?

[aldyferns]

Great video bro. But what is the reason you came to know how to plot alpha and beta on the other sides?

[robot.]

How did u take angle on the two circle as Alpha n beta, Whats the property?

[nadim]

Really great video man it really helped me and my friends a lot. Keep making such videos

[vibhavsalelkar]

hope u get lakhs of subscribers from New first year students batch this sem 1
I passed because of u in graphics

[revathymani]

Thanku sir, then 1st semester I've scored good grades in engg. graphics become of u sir.

[swarajmoitra]

What books should we follow to study engineering mechanics ?

[Rajat-Sharma]

Sir what if the size of the sphere is different ? Radius r1 and Radius r2 ?

[swarajmoitra]

Also the books where we could find roller or sphere problems

[karanpratap]

Sir, can you please tell that how you conclude that Rd makes angle alpha and Rc makes angle beta with the vertical at centre of spheres?

[jayDarji]

The angle between two surfaces should be 90 degree to obtain the angle between Mg and Rd as alpha and hence angle betn Mg and Rc as beta.

[bhoomikaganji]

Sir pls explain how u taken angles alpha and beta

[pvishwaja]

If both the spheres are unidentical..the what angle might reaction at' c 'would take????

[joyceadeniyi]

Thanks a lot. This video was really helpful

[abhiseksahu]

Sir please clear the thing u take the angles alpha & beta at the centre of the circles...🙏🙏🙏