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Looks right to me.
So now, what about P(H;Φ)? Hint: there's an easier way than using p(x).
So now, what about P(H;Φ)? Hint: there's an easier way than using p(x).
How Does Shooter Accuracy Affect Probability of Hitting a Target?
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zeeshahmad
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is it 1 when, theta is greater than Phi?
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... when the target area is bigger than the spread of the bullets? Well... yes. That would be part of the answer.is it 1 when, theta is greater than Phi?
You are thinking along the right lines though...
How about when ##\theta < \Phi##?
How would you determine the probability that ##\phi## is inside a certain angle?
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