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Find the gradient of following scalar function:
|5x'+7y+3=*
r = V

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Could you possible write out the step 2 part? It looks really confusing
derivative of the given function keeping E fixed in terms of E and T
K conditions 2 is 2.00 and K condition 1 is 1.88. Why should K condition 1 and 2 should be the same?
Let n 1 be an integer, let to to is given by a stationary path of the Lagrangian functional C: L[x] = 1 dt L(t,x,x), x(0) =x0, x(t)=X1, where LT - V and T is the total kinetic energy T = n 1 k=1 2 mark. Using the above first-integral, show that, if V is independent of t, the total energy E=T+V of the particle is a constant of the motion.