Answer:
11 students
Step-by-step explanation:
On solving a Venn Diagram, list down the numbers given.
35= all of the students
19= students studying French
12= students studying Spanish
7= students studying both
Now make a Venn diagram, in one circle label it as French and the other as Spanish. DONT put the numbers of students studying French and Spanish YET. Were gonna put 7 on the middle, now were gonna subtract 7 from the number of students that studied French and Spanish.
12-7= 5
19-7= 12
Were gonna put 12 on the French circle and 5 on the Spanish circle. Now we have 3 numbers on our Venn Diagram, next is were gonna add up those numbers and get out total.
5+7+12= 24
So we have 24 students studying. But our students in all are 35, were gonna subtract the total we had on the Venn diagram to the students in all.
35-24= 11
So we have 11 left, means that they are the students who is not taking any of the two languages.
