After reading the paragraphs below, answer the questions that follow.
Recent studies suggest that flame retardants, chemicals that are used to slow down burning, can mimic estrogen hormones found in the human body. Scientists investigating this phenomenon developed three-dimensional images to show how the chemical structure of certain flame retardants allows the retardants to bind to and inhibit an enzyme (estrogen sulfotransferase) that metabolizes estrogen.
Suppose the scientists want to conduct a study of the effects of flame retardants on estrogen levels. In a hypothetical study, the scientists use frogs to test the effects of flame retardants because the frogs' skin is highly permeable and therefore allows for easy absorption of chemicals.
The scientists collected 20 wild adult frogs and brought them to a laboratory. Ten of the frogs (group 1: five male and five female) were kept in tanks mimicking their natural environment. The other ten frogs (group 2: five male, five female) were kept in tanks like those of group 1 except they were introduced to low amounts of flame retardants in the shallow water in their tank. Estrogen levels were measured on the first day of the experiment and then every 4 days for 20 days.
Results of the experiment yield the data shown in the following graph. What is one overall conclusion that you can draw from these results?
![](data:image/png;base64, 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)
The figure shows the percentage of male and female frogs with flame retardants in their blood in two groups: Group 1 was not exposed to flame retardants, and group 2 was exposed to low doses.◦ As compared to the group 1 male frogs, group 1 female frogs had a lower percentage of frogs with high retardant levels.
◦ As compared to the group 2 male frogs, there was a lower percentage of group 2 female frogs with high levels of flame retardants in their blood.
◦ There was no noticeable difference between the male and female frogs in group 2 in percentage of frogs with high retardant levels.
◦ As compared to the group 2 female frogs, there was a lower percentage of group 2 male frogs with high levels of flame retardants in their blood.