Question 1 The mass density of a cube is given by p = x² + y² + z² kg m³. Calculate the total mass of the cube if its side is 2 m and it is centred on the origin of (x, y, z).
Question 1 The mass density of a cube is given by p = x² + y² + z² kg m³. Calculate the total mass of the cube if its side is 2 m and it is centred on the origin of (x, y, z).
Question 1 The mass density of a cube is given by p = x² + y² + z² kg m³. Calculate the total mass of the cube if its side is 2 m and it is centred on the origin of (x, y, z).
please ansswer this question. this is for vector analysis (engineering mathmatics). many thanks
Transcribed Image Text:Question 1
The mass density of a cube is given by p = x² + y²+z² kg m³. Calculate the total mass of the
cube if its side is 2 m and it is centred on the origin of (x, y, z).
Calculus that deals with differentiation and integration of the vector field in three-dimensional Euclidean space. It deals with quantities that have both magnitude and direction.
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