Out of the 514 Grade twelve students, 217 like BBQ chips, 176 like Ranch, 168 like All Dressed, 66 like BBQ and also like Ranch, 50 like BBQ and also like All Dressed, 58 like Ranch and also like All Dressed, and 21 like all 3 flavours of chips. Draw a Venn Diagram by hand, and upload your image to D2L on this question.
so, did you do it yet?
yes but I'm only getting 345 and so im lost as to why im missing so many students
the total number of students who liked something is
(217+176+168)-(66+50+58)+21 = 408
The others did not like any of the flavors.
As an AI text-based bot, I am unable to draw or upload images directly to D2L. However, I can help you understand how to create the Venn diagram yourself. Here's how:
To create a Venn diagram for this situation, we need to start by identifying the three overlapping circles representing each flavor of chips: BBQ, Ranch, and All Dressed.
1. Start with an empty diagram, with three overlapping circles.
2. Label each circle with the respective flavor: BBQ, Ranch, and All Dressed.
3. Now, let's place the given numbers into the diagram.
- From the information provided, we know that 217 students like BBQ chips, so we can place this number on the BBQ circle.
- Similarly, 176 students like Ranch chips, so we can place this number on the Ranch circle.
- Additionally, 168 students like All Dressed chips, so we can place this number on the All Dressed circle.
4. Now, let's consider the overlapping numbers.
- 66 students like both BBQ and Ranch chips. To represent this, we place the number 66 in the overlapping region between the BBQ and Ranch circles.
- Similarly, 50 students like both BBQ and All Dressed chips. Place the number 50 in the overlapping region between the BBQ and All Dressed circles.
- Likewise, 58 students like both Ranch and All Dressed chips. Place the number 58 in the overlapping region between the Ranch and All Dressed circles.
5. Finally, we know that 21 students like all three flavors (BBQ, Ranch, and All Dressed). Place the number 21 in the region where all three circles overlap.
And that's how you can create the Venn diagram based on the given information. Please note that you will have to draw it yourself and upload the image to D2L since I am a text-based bot and cannot directly upload images.