its a venn diagram three circles. Here is the question. A study was made of 200 students to determine what tv shows they watch. 22 students hated all star trek shows. 73 students watch only the next generation(TNG) 136 students watch TNG. 14 students watch only deep space 9 (DS9) and voyager(VOY) 31 students watch only TNG and VOY. 63 students watch DS9. 135 students do not watch VOY. how in the world do i do this can you please show the diagram so confused.

Are you supposed to fill in the diagram? It's just a matter of organizing and using every bit of information the problem gives you. Try to work backwards from this answer to learn how to do it.

none-22, tng-73, ds9-17, voy-11, tng/voy-31, tng/ds9-23, ds9/voy-14, tng/ds9/voy-9

need a venn diagram with the texas constitution

i want to know too!!!

Sure! I can help you understand and create the Venn diagram for this problem.

To begin, we need to identify the information given and organize it into a Venn diagram with three circles.

Let's label the circles as follows:
Circle A: Star Trek: The Next Generation (TNG)
Circle B: Deep Space 9 (DS9)
Circle C: Voyager (VOY)

Now, let's fill in the Venn diagram step by step using the given information:

1. We know that there are 200 students in total. Therefore, the sum of all the students in each section of the Venn diagram should add up to 200.

2. The problem states that 22 students hated all Star Trek shows. So, we write the number 22 outside the circles to represent those who do not watch any of the three shows (outlined section in the middle of the diagram).

3. The problem also states that 73 students watch only TNG. So, we write the number 73 inside Circle A, but outside Circles B and C (no overlap).

4. We are given that 136 students watch TNG. This includes those who watch TNG only, as well as those who watch TNG along with other shows. Since we already know 73 students watch TNG only, we need to subtract this number from 136 to figure out the number of students who watch both TNG and either DS9 or VOY. So, we write (136 - 73 = 63) in the overlapping region between Circle A and the other two circles. Now, move on to the next step before filling in the rest.

5. We are told that 14 students watch only DS9 and VOY. So, we write the number 14 inside the overlapping region between Circles B and C, but outside Circle A.

6. The problem states that 31 students watch only TNG and VOY. So, we write the number 31 inside the overlapping region of Circle A and Circle C, but outside Circle B.

7. We know that 63 students watch DS9, which includes those who watch DS9 only, as well as those who watch DS9 along with TNG or VOY. Since we have already accounted for 14 students who watch both DS9 and VOY, we subtract this number from 63 to determine the number of students who only watch DS9. So, we write (63 - 14 = 49) in the region inside Circle B, but outside the overlapping area with other circles.

8. Finally, we are given that 135 students do not watch VOY. Since we know that there are 200 students in total, we can calculate the number of students who do watch VOY. So, we write (200 - 135 = 65) to represent the number of students inside Circle C.

Now, you have filled in the Venn diagram based on the given information. Each circle represents a different show, and the overlapping regions represent students who watch multiple shows.

Remember, the numbers inside each section of the Venn diagram should add up to the total number of students (200).

I hope this explanation helps you understand how to create and interpret a Venn diagram!