Quick, Simple Math Question : Plz Help
Quick, Simple Math Question : Plz Help
Heres the question:
If you toss a coin 20 times how many heads and tails would you ideally expect to see? Record number and calculate the expected ratio of heads:tails (Heads to tails).
Ok, so the number should be 10 for tails, and 10 for heads.
but what is the ratio? I thought the ratio would be 10:20 for heads, and 10:20 for tails........but it wants heads to tails??! therefore, it is 10:10 for heads and 10:10 for tails......and if reduced to simplest form, then it is 1:1 for both??
Plz help, tia.
If you toss a coin 20 times how many heads and tails would you ideally expect to see? Record number and calculate the expected ratio of heads:tails (Heads to tails).
Ok, so the number should be 10 for tails, and 10 for heads.
but what is the ratio? I thought the ratio would be 10:20 for heads, and 10:20 for tails........but it wants heads to tails??! therefore, it is 10:10 for heads and 10:10 for tails......and if reduced to simplest form, then it is 1:1 for both??
Plz help, tia.
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- mountainman
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therefore, it is 10:10 for heads and 10:10 for tails......and if reduced to simplest form, then it is 1:1 for both??
personally, i think this is your problem......i dont think you can just seperate them like this. i haven't had math in two years, but I am pretty sure that you can't.
anyone else know??
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I think they're going off the assumption that the coins are fair. Most math and statistics problems do. Theoretically, out of 20 tosses, you'd get 10 of each. So heads:tails would be 10:10, or you can reduce it to 1:1. In English, that basically means for every head you get, you'd get one tail, which is what you want, since there's a 50% chance you'll get a tail, and 50% chance you'll get a head. The person who said 1:2 was thinking about and/or referring to the chance of getting heads (or tails) compared to the total number of tosses. 1:2 would mean out of every two tosses, you'd get one head.
It's better to be silent and be thought a fool, than to open your mouth and remove all doubt.