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This semester 10 students are taking physics, 25 students are taking both physics and math, and 45 Students are taking math. How many students are taking either physics or math or both? Which principle did you apply to answer this question?

I'm not understanding how to even begin to solve this, I've looked through our provided content with no luck.

1 Answers1

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As mentioned by Robert Shore, I am assuming you mean -

10 students are taking physics and nothing else, 25 students are taking both physics and math, and 45 students are taking math and nothing else.

Here's the Venn diagram for this.

enter image description here

So the number of students taking one or both of physics and math would be 10 + 25 + 45 = 80.

Haris
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