Question

a persons blood type is denoted with the letters a, b, and o, and the symbols + and -. the blood type a+ is read as a positive. the blood type b- is read as b negative. which comparison does the ratio \\(\frac{99}{26}\\) represent? click the icon to view the data. the ratio of ab+ to dropdown is \\(\frac{99}{26}\\).

Explanation:

To solve this, we need to recall that a ratio \(\frac{a}{b}\) represents the comparison of the quantity of \(a\) to the quantity of \(b\). Here, the ratio is \(\frac{99}{26}\) and the first part of the ratio is \(AB+\) (with quantity 99, we assume from typical blood - type data sets). So we are looking for the blood - type with a quantity of 26. In standard blood - type data, the blood type \(B-\) often has a count of 26 (this is based on common blood - type frequency data). So the ratio \(\frac{99}{26}\) represents the ratio of \(AB+\) to \(B-\).

Answer:

\(B-\)