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Verify Stoke's theorem where S is the surface of the paraboloid 2z=x2 + y bounded by z=2 and C is its boundary.
Evaluate the function for the values of x given as 1,2,4,8,16. Describe the differences in the rate at which each function changes with the increasing values of x.
Illustrate why the A and B are symmetric
Teachers also found that strength of class is maximum satisfying all above conditions. Determine the total no. chocolates got by student A of the first class.
Write the complex number in rectangular form. 7(cos120degrees + i sin120degrees) =
Poisson Kernel and Harmonic Function, Let P_r(t)=R((1+z)/(1-z)), z=re^it be the Poisson kernel for the unit disc |z|
Evaluate the coordinate of centroid using multiple integral method - Find the z- coordinate of the centroid of T
A polynomial f of x is irreducible over Q if and only if (x+alpha) is irreducible over Q for some alpha belong to q Q is a rational.
Describe an algorithm that identifies the bad coin in at most three weighings and also determines whether it is heavier or lighter than the others, using only a pan balance.
Prove that there is a bijection from the open interval (0, 1) to the half-open interval (0, 1].
Draw conclusions involving the uncertainty from the results of the simulation.
What should the outside dimensions be of this center for the construction cost to be minimum as possible?
Using set theory to solve for the probability. A survey of a group of military personnel revealed the following information
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