Which of the following statements about conservative fields is true? a) A field is considered conservative if it is equal to the gradient of a sc...
Which of the following statements about conservative fields is true?
a) A field is considered conservative if it is equal to the gradient of a scalar function. We can say that this function is a potential for the field.
b) It is possible to assume that a conservative field is when the gradient of a scalar function is null. Thus, the function has a potential for the field.
c) The conservative field is a hypothetical theory and predicts that it is equal to the gradient of a scalar function. We could say that any function is a potential for the conservative field.
d) The conservative field is considered when the gradient of the scalar function is positive. Thus, we can say that such a function is a potential for the field.
e) None of the above.
a) A field is considered conservative if it is equal to the gradient of a scalar function. We can say that this function is a potential for the field.
b) It is possible to assume that a conservative field is when the gradient of a scalar function is null. Thus, the function has a potential for the field.
c) The conservative field is a hypothetical theory and predicts that it is equal to the gradient of a scalar function. We could say that any function is a potential for the conservative field.
d) The conservative field is considered when the gradient of the scalar function is positive. Thus, we can say that such a function is a potential for the field.
e) None of the above.
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Ed 
The correct statement about conservative fields is a) A field is considered conservative if it is equal to the gradient of a scalar function. We can say that this function is a potential for the field.
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