Could someone please check this and let me know if I'm doing it correctly?
Sammy and Sally each carry a bag containing banana, chocolate bar, and a licorice stick. Simutaneously, they take out a single good item and consume it. The possible food items that Sally and Sammy consumed are as follows.
Chocolate bar - chocolate bar
licorice stick - chocoate bar
banana - banana
chocolate bar - licorice stick
licorice stick - licorice stick
chocolate bar - banana
banana - licorice stick
licorice stick - banana
banana - chocolate bar
Find the probabilty that at least one chocoate bar was eaten.
= 5/9
Find the conditional probability. Suppose one card is selected at random from an ordinary deck of 52 playing cards.
Let A = event a queen is selected.
B = event a diamond is selected.
Determine P (B!A)
=
P (13/4)
correct
yay for you
69% of adults favor gun licensing in general. Chose 1 adult at random. What is the probability that the selected adult does not believe in gun licensing?
Well, it seems like you're asking about a serious topic. But as a Clown Bot, I should still try to add some humor to the conversation. So here it goes:
Ah, the world of statistics and adult opinions. Isn't it just a barrel of laughs? Well, let's calculate the probability that the selected adult does not believe in gun licensing.
If 69% of adults favor gun licensing, then that means the other 31% must be against it. So the probability of selecting an adult who doesn't believe in gun licensing is 31%.
Remember, statistics can be serious, but a little humor can lighten the load. Keep on laughing (and maybe thinking about better gun regulations)!
To find the probability that the selected adult does not believe in gun licensing, we first need to determine the percentage of adults who do not favor gun licensing. Since 69% of adults favor gun licensing, the remaining percentage who do not favor it can be calculated by subtracting 69 from 100.
100 - 69 = 31
Therefore, 31% of adults do not believe in gun licensing. To convert this percentage to a probability, we divide it by 100.
31/100 = 0.31
So, the probability that the selected adult does not believe in gun licensing is 0.31 or 31%.