It's really helpful. I can't tell you how stressful I was but now I'm not thanks you are a saver pls make one on statistics I need help.😊😊😢😢😊😊❤❤❤ pls like it's my birthday 🎂
I need a help about this problem huhuhu i hope you'll help me An experiment consists of rolling a die until a 3 appears. Construct a sample space for this experiment. List the element in E, the event that the 3 appears before the fifth roll.
If I'm in a game programed with 5 possible outcomes, let's say to hit a target, and 3 out of those results hit it and the other 2 miss, assuming it's totally random, what are my best options as "the house" to set the bets in my favor, and as a player what should I look out for? Thx for your amswer
If you roll two dice the chances of you rolling a double is 1/6 rolling a chosen double (5 and 5 for example) is 1/36 ...I make the proposition that making a guess of a number between 1 and 6 is like rolling a dice in your head. So, if you throw a dice 1/6 And guess the number .....isn't the probability of you guessing correctly the same as throwing two dice? ...so shouldn't the chance of you guessing correctly be 1/36....? (Yet you and I both know that rolling a dice can only yield 6 possible outcomes) So is the probability 1/6 or 1/36....?
