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- 22 Show that $(2,0,4) , (4,1,-1) , (6,7,7)$ form a right triangle
- 12 How to understand the exponential operator geometrically?
- 9 If Rolle's Theorem is assumed to be true, doesn't that prove the MVT?
- 8 If two topological spaces have the same topological properties, are they homeomorphic?
- 8 How to use Stokes theorem in the presence of holes?
- 8 $\langle f(t),g(t)\rangle' = \langle f'(t),g(t)\rangle + \langle f(t),g'(t)\rangle$ for differentiable $f,g : \mathcal{R} \to \mathcal{R}^n$?
- 7 How rough can differential form, manifold and chain be for Stokes theorem to hold?
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