Let Ω be the region above y+z= 2, below z= 4, and between x= 0 and x= 4−y^2 a triple integral for the volume of the region. Set up an integral to represent the volume of Ω in all six orders and then fully solve ONE of them.
Evaluate an appropriate double integral (in Cartesian coordinates) to find the area of the ellipse x^2/a^2+y^2/b^2 = 1, a, b >0 What happens to your answer in the limit a→0^+? Does this make sense?
Where
I = $250
Px= 7
Py = 4
Ax = 20
Determine
a) Price elasticity of demand for commodity x and interprete your result
b) Cross elasticity of demand for commodity x and y and interprete your result
c) Income elasticity of demand for commodity x and interprete your result
d) Advertisement elasticity of commodity x and interprete your result
1. A drum of oil in the shape of a cone is leaking oil at a constant rate of . The base radius of the drum is 7 cm and the height of the drum is 15 cm.
1.1 At what rate is the depth of oil in the drum changing when the depth of oil is 5 cm?
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