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Problem 1- Apply the operator ∇ to products of smooth scalar fields Φ, Ψ, vector fields u, v, and tensor fields A, B. Establish the identities
div(Φu) = Φdivu + (u, gradΦ)
grad(u, v) = (gradTu)v + (gradTv)u
div(ATu) = (divA,u) + A : gradu
Problem 2- Compute the derivate DG(A) for each of the following functions
G(A) = (trA)A
G(A) = ABA
G(A) = ATA
G(A) = (u, Au)A
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