|| Most Important Theorem for upcoming exams ||

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Capability To Be More

Capability To Be More

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@binodsahu4840
@binodsahu4840 Жыл бұрын
Very nice video sir ❤❤
Find the redial and transverse velocities of a particle moving along a curve.
10:44
Find the redial and transverse velocities of a particle moving along a curve.
Capability To Be More
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|| Most Important Theorem || Show that the period of one complete oscillation is 2(π+2a/b) √am/lem
13:02
|| Most Important Theorem || Show that the period of one complete oscillation is 2(π+2a/b) √am/lem
Capability To Be More
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😺🍫 خدعة الشوكولاتة المذهلة لقطتي! شاهد كيف تعلمني قطتي القيام بها! 😂🎉
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😺🍫 خدعة الشوكولاتة المذهلة لقطتي! شاهد كيف تعلمني قطتي القيام بها! 😂🎉
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(aCost & aSint). Prove that it's acceleration has a constant magnitude and find its path.
8:31
(aCost & aSint). Prove that it's acceleration has a constant magnitude and find its path.
Capability To Be More
Рет қаралды 128
X= a(2t+sin2t) ,Y= a(1-cos2t).Prove that it's resultant acceleration is constant and find its path.
7:29
X= a(2t+sin2t) ,Y= a(1-cos2t).Prove that it's resultant acceleration is constant and find its path.
Capability To Be More
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F' be a Homomorphism of a ring R into R'.S' be the homomorphic image of R into R' then prove that -
4:41
F' be a Homomorphism of a ring R into R'.S' be the homomorphic image of R into R' then prove that -
Capability To Be More
Рет қаралды 358
X=(t+Sint) , Y=(1-Cost).Show that it moves with constant acceleration and find the direction.
6:39
X=(t+Sint) , Y=(1-Cost).Show that it moves with constant acceleration and find the direction.
Capability To Be More
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one year of studying (it was a mistake)
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Find the tangential and Normal velocities of the particle moving along a curve.
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Find the tangential and Normal velocities of the particle moving along a curve.
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Why do prime numbers make these spirals? | Dirichlet’s theorem and pi approximations
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😺🍫 خدعة الشوكولاتة المذهلة لقطتي! شاهد كيف تعلمني قطتي القيام بها! 😂🎉
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