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(1 point) In the 5/32 lottery game player selects numbers from to 32. What is the probability of picking the winning numbers? Your answer is...

Question

(1 point) In the 5/32 lottery game player selects numbers from to 32. What is the probability of picking the winning numbers? Your answer is

(1 point) In the 5/32 lottery game player selects numbers from to 32. What is the probability of picking the winning numbers? Your answer is



Answers

Lottery In the 6$/ 49$ lottery game, a player selects six numbers from 1 to $49 .$ What is the probability of picking the six winning numbers?

Still, Loder is designed so that I pledge, is six members from 1 30 on one but ticket. Ah, what is the probability that a player with one ticket we will What is the probability off 100 different together to win. So you can, uh, so we have to plan the simple space. So they're saying it's from Want to take it in there to truth six. Order the leaders of Major as long as they called the six numbers. Therefore, we use combinations. So it's 30. Cease its en la The probability off. Ah, well, if you a chest wide ticket is it goes to one over simple space you for Bill it off. You win. If you were 100 tickets is it was a one off us a simple space.

Okay, So what is the probability that's a playoff wins by choosing exactly five numbers, So we have 40 possible numbers. Now, let's say that 1234 by six are out winning numbers. Let's just say well from the six winning numbers we wanted. Choose only five of them and then from the rest of the 34 month with we want to choose one of them. So it's important to recognize that it's 34. Choose one instead of shoes one instead of 35 trees. One. Because, let's just say that from else six trees vibe. We chose this one, which is all these 1st 5 numbers. Well, we don't want to include this six in the rest of the camp in the rest of numbers, because otherwise it's possible we can choose it. So that's why we take the rest of the 34 digits down here study for choose one. And once again, we're gonna divide that by the number of possible outcomes. So that's going to be 40. Choose 6 to 6 years. Five is just 6 34 Choose. One is just 34 safe or swelling in six times by 34 your body by 40 shoes. Six. So then this is equal to 5.31 times by 10 to the minus.

Um Here we have the lottery and I want to find the chance of winning with one single ticket. So what you do is you pick five numbers from 1-55. And then you pick the powerball number one number from 42. So the first election You have 55 to choose from. I want five. That can be done a total of 55 c. five different ways. And to find that number all you do is with a calculator, Say the t. You press the math button on the calculator on the left and then go across in the menu to U. C. P. R. O. B. And then you should see NCR on the screen Number three on the list. So go down and select that And just fill in the numbers 55 and five. And the result should be 347 8761. Then for the powerball price tag forward you have 40 two numbers to choose from. You need one. Well that answer is simply 42. So you multiply these together And the result is 146 17 962. So you have one chance then In 146 million 100 and 7000 962 chance of winning

So in this question, we were asked to find the probability that you win the Lotto 6 49 twice. So to do that probability, we know from a previous problem forget exactly what number was that. The probability of winning is based on 49 to 6 possibilities of getting six numbers. And then, if you want to win, there's only one way you could do that by picking all six numbers. So that probably of winning is 1/49 to 6. And if you do that twice, it's getting time is gonna get a lot smaller. But if you want to win twice, you have to have the probability times the probability. So if you do that on a calculator and I did it here, I took 49 to 6. So it's 13 million and some almost 14 million and then just multiplied it by itself. And I got that number okay, which is a massive number, but small in terms of one over that. So you ended with five times 10 to the minus 15 so five times in the minus 15 is practically impossible. That's where we're getting that number from


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