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Mar 15, 2017 - (b) (6 points) Show that every smooth vector field on S must have a singular point. (c) (8 points) Show that for every smooth immersion φ : S → R3, there is a point p ∈ S where the principal curvatures are of opposite signs. 2. (1

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Applications are invited for the posts of Sectoral Officers in the District Project. Offices of Rajiv Vidya Mission (SSA) from (1) Gazetted Officers working in various departments (ii) Persons working with reputed NGOs and (iii) Retired Gazetted Offi

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(a) Write the formulas for the volume and cost of this box in terms of a and h. volume V- y ... The amount of partial credit will depend on how much the calculator.