Questions: Any characteristic that can be objectively observed, such as the appearance of a skin rash, is called a sign of a disease.

Any characteristic that can be objectively observed, such as the appearance of a skin rash, is called a sign of a disease.
Transcript text: Any characteristic that can be objectively observed, such as the appearance of a skin rash, is called a $\square$ of a disease.
failed

Solution

failed
failed

The answer is: symptom

Explanation:

  • A symptom is any characteristic or feature that can be objectively observed or measured, indicating the presence of a disease or condition. In this context, the appearance of a skin rash is a visible and observable feature, making it a symptom of a disease.
Was this solution helpful?
failed
Unhelpful
failed
Helpful

Questions asked by other users

failedAnswered
Carla Vista Corp. has collected the following data concerning its maintenance costs for the past 6 months. Units Produced Total Cost ---------------------------- July 21,240 42,480 August 37,760 56,640 September 42,480 64,900 October 25,960 44,840 November 47,200 87,910 December 44,840 73,160 Compute the variable cost per unit using the high-low method. (Round answer to 2 decimal places, e.g. 2.25.) Variable cost per unit square
failedAnswered
Skin-to-skin contact with their parents as an infant may improve Emerson's cognitive development for: the rest of their life. at least the first 10 years of their life. the first two or three years of life. just the first few months of life.
failedAnswered
Add and simplify. 9/m + 4/m
failedAnswered
Delta G - Delta G^circ = Delta G^circ + R T ln Q - Delta G^circ This results in: (Delta G - Delta G^circ) = R T ln Q Step Two Multiply both sides of the equation by the same expression: times(Delta G - Delta G^circ) = times R T ln Q Drag and drop your selection from the following list to complete the answer: -RT, 1/(RT) RT, -1/(RT)
failedAnswered
Understanding the power rules of exponents Follow the instructions below. Write (2 b)^4 without exponents. (2 b)^4= Fill in the blanks. (2 b)^4= b^