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At a publishing company, 60% of the editors are female.

30% of the female editors and 20% of the male editors have a math degree.

What percentage of all the editors have a math degree?

Answer :

0.3 percent because 50% of 60% is 0.3%

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Rewritten by : Barada

To find the percentage of editors with a maths degree, calculate 30% of the female editors and 20% of the male editors and sum the results. With 60% female and 40% male editors, this calculation results in 26% of all editors having a maths degree.

We are asked to find the percentage of all the editors at a publishing company who have a maths degree. Since 60% of the editors are female, the remaining 40% are male. Of the female editors, 30% have a maths degree, and of the male editors, 20% have a maths degree. To calculate the overall percentage, we will multiply the percentage of each gender by their respective percentage with a maths degree and then sum those numbers.

Let's denote the total number of editors as 100 (for simplicity, as percentages can be easily calculated on a base of 100). Currently, we have 60 female editors and 40 male editors. Now, applying the percentages:

Female editors with a maths degree: 60 * 0.30 = 18

Male editors with a maths degree: 40 * 0.20 = 8

Adding these together gives us the total number of editors with a maths degree:

18 (female) + 8 (male) = 26

Thus, 26% of all editors at the publishing company have a maths degree.