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Let W Be a Function of X, Y, and Z

Question 91

Multiple Choice

Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials.


A) Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + + Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + + Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + +
B) Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + i + Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + j + Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + k
C) Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + i + Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + j + Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + k
D) 0
E) Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + + Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + + + Let w be a function of x, y, and z having continuous second partial derivatives.Calculate curl grad w in terms of those partials. A) + + B) i + j + k C) i + j + k D) 0 E) + +

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