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A small college has $800$ students. $100$ students are taking math, physics, and history. $120$ students are taking math and physics. $150$ students are taking math and history. $130$ students are taking physics and history. $320$ students are taking math. $300$ students are taking physics. $280$ students are taking history.

How many students are taking neither math, physics, nor history?

A

$0$

B

$200$

C

$400$

D

$600$

E

The situation described is not possible.

Accuracy 0%
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