Recent content by TechnocratX
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Undergrad Absolute value |x-3|^2 - 4|x-3|=12
I understand now. I should just have solved the quadratic, then only applied the absolute value +/- to the u function. Thanks for your help.- TechnocratX
- Post #5
- Forum: General Math
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Undergrad Absolute value |x-3|^2 - 4|x-3|=12
Solve |x-3|^2 - 4|x-3|=12 The solution to this equation is -3, 9. But I'm not sure on the working. There is a hint to let u=|x-3| So I worked it out the following way. u^2 -4u = 12 u^2 -4u -12 = 0 (u + 2)(u - 6)=0 u /= -2 and u /= 6 |x-3|=-2 (no solution) |x-3|= 6, x = 9 Now to work...- TechnocratX
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- Absolute Absolute value Value
- Replies: 5
- Forum: General Math
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Graduate Coin flip probabilities and relevance
I know this thread is over 8 years old, but this reply is for the benefit of someone like me who stumbles across it. Plus I think I can explain it in a more simpler manner, especially for those with basic stats knowledge. Ok, say you did the first 10,000 coin flips, and got 9000 heads...- TechnocratX
- Post #71
- Forum: Set Theory, Logic, Probability, Statistics