How many students were surveyed? How many of the students surveyed would like to learn Spanish?

Answer: 50 students were surveyed and 18 students would like to learn Spanish.
Step-by-step explanation:
A. 24% of the people would like to learn French and since 12 students want to learn french, this means that 2%= 1 person
If you add all of the percents up, you get 100 and since 2%= 1 person, you divide 100 by 2, which equals 50 people surveyed.
B. Since 2%= 1 person, you would divide 36÷2, which equals 18 students that would like to learn Spanish :)
The total of surveyed students is 50. And 18 students surveyed would like to learn Spanish.
It's a math tool for solving problems about proportion. You can relate more than 2 variables and from the proportion it's possible to find an unknown number.
Percentage is the given definition for a fraction whose denominator is equal to 100. It is represented by %. See the example: [tex]\frac{1}{100}[/tex]=1%.
The exercise gives the following information:
Spanish - 36%
French - 24%
German - 18%
Other= 22%
The sum of all percentage values equals to 100. See: 36+24+18+22=100.
12 students would like to learn French. It implicates that 12 is equivalent to 24% of surveyed students. From rule of three, you can find the number of students were surveyed.
12 students --------- 24%
x students ---------- 100%
Applying cross multiplication
[tex]24x=1200\\ \\ x=\frac{1200}{24} \\ \\ x=50[/tex]
Therefore, 50 students were surveyed.
36% students would like to learn Spanish and 50 students were surveyed. From rule of three, you can find the number of students would like to learn Spanish.
x students --------- 36%
50 students ---------- 100%
Applying cross multiplication
[tex]100x=36*50\\ \\ 100x=1800\\ \\ x=\frac{1800}{100} \\ \\ x=18[/tex]
Therefore, 18 surveyed students would like to learn Spanish.
Read more about rule of three here:
https://brainly.com/question/24514897