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Question: can anyone answer these questions in paper...

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(6) Compute the following limits if they exist. IimV eV sin(xy) cos(xy) - 1 b) lim sin(2) -2r sin(2x) - 2x+y lim (xy(0,0) d) lime sin(r), ·cos(x) (x,y,z)→ (π,0, ) lim (7) Let a) Consider A : R2 → R2 as a linear map. Write the component functions of A explicitly. b) Show that the linear map A is continuous on all of R2(8) Determine whether the following functions are continuous a) if (z, y)メ(0,0) if (r, y) f(z,y) = r,y)- 0,0 b) f(x,y) =はア if (z, y)メ(0,0) if (x,y) = (0,0)Can anyone answer these questions in paper?

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