Use the Intermediate Value Theorem and the Mean Value Theorem to
prove that the equation cos (x) = -10x has exactly one real
root.
Not permitted to use words like "Nope", "Why?", or
"aerkewmwrt".
Will be glad if you can help me with this question, will
like to add some of your points to the one I have already summed
up.. Thanks
Prove that two quadrilaterals are congruent if a side, angle,
side, angle, side of one are equal to the corresponding parts of
the other, the five parts in each case being consecutive on the
quadrilateral. (can you find a counter example if the
quadrilaterals are not convex?)
Prove the necessary part of Ceva’s Theorem for the case where D
and E are ideal but F is ordinary.
The case is where: D and E are ideal but F is
ordinary.
Lately I feel as though the people working for Chegg prematurly
take on questions they cannot answer. If you do not know the answer
that is ok but please do not accept the question if you do not
think you can answer it. Someone anonymously accepted this question...
Uniqueness theorem
Prove that the solution to the Laplace’s equation in a spatial
region is unique if the potential is specified on the surface of
the region.
Prove the first two properties of the Wasserstein
metric. You do
not need to prove the triangle inequality.
question related to Topological data analysis 2