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QUESTION IMAGE

analyzing mental health data which inferences about mental health treat…

Question

analyzing mental health data
which inferences about mental health treatment are
supported by information shown in the graph? check
all that apply.
males are more likely to seek help, despite all
gender groups showing similar severity of
symptoms.
people seek help at near - even rates regardless of
severity of symptoms.
people with the most severe symptoms are the
most likely to seek help.
the majority of people who seek help do not show
any symptoms.
most people who experience mental health
symptoms do not seek help.

Explanation:

Brief Explanations
  1. For the first option:
  • The graph does not provide any information about gender. So, we cannot infer that males are more likely to seek help.
  1. For the second option:
  • The percentages of people seeking help are different for different symptom severities (e.g., 5% for no symptoms, 15% for mild, 20% for moderate, and 35% for severe). So, people do not seek help at near - even rates regardless of symptom severity.
  1. For the third option:
  • As the symptom severity increases from no symptoms (5%) to mild (15%), moderate (20%), and severe (35%), the percentage of people seeking help increases. So, people with the most severe symptoms are the most likely to seek help.
  1. For the fourth option:
  • 5% of people with no symptoms seek help. But this is a small percentage, and it cannot be said that the majority of people who seek help do not show any symptoms.
  1. For the fifth option:
  • Let's assume the total number of people with symptoms (mild + moderate+severe) is \(15 + 20+35=70\) (if we consider the percentages as counts for simplicity). The number of people seeking help with symptoms is \(70\), and if we assume a large enough population (for example, if we consider the no - symptom group as a separate group), the percentage of people with symptoms who seek help is \(\frac{70}{70 + x}\) (where \(x\) is the number of people with no symptoms). If we assume \(x\) is large (since in real - world scenarios, the number of people with no mental health symptoms is often large), most people who experience mental health symptoms (mild, moderate, severe) may not seek help. For example, if there are 1000 people in total and \(x = 930\) (no symptoms), and 70 people with symptoms (mild + moderate + severe), then \(\frac{70}{1000}\) of the total population has symptoms and seeks help, and \(\frac{930}{1000}\) have no symptoms. But if we consider only the symptom - having group (\(n = 70\)) as the "people who experience mental health symptoms", and assume there are more people with symptoms who do not seek help (for example, if we assume there are 300 people with symptoms in total, and 70 seek help), then most people with symptoms do not seek help.

Answer:

  • People with the most severe symptoms are the most likely to seek help.
  • Most people who experience mental health symptoms do not seek help.