How to change simulation pls help
#2 and #6
@micahm
@nerd_3.14 @pinklion23
im hear
:) can u help??
maybe lets see
ok only #6 for now though
um what grade is this
7th
@pinklion23
im hear okay i should be able to help you
ok;0
omg you gave me a medal how kind i did not give you an answer though
lol its all right:) haha
omg idk im so upset @iGreen might be able to help and @sleepyjess too sooooooo sorry i will keep trying though
its all right ;)
wait how did my computer do that
wat?
my computer just like copied and pasted my earlier post so weird oh well
haha kk
I can't open the file
why not?
umm wait a sec
In this experiment, you will be using two coins as a simulation for a real-world compound event. Suppose that a family has an equally likely chance of having a cat or a dog. If they have two pets, they could have 1 dog and 1 cat, they could have 2 dogs, or they could have 2 cats. 1. What is the theoretical probability that the family has two dogs or two cats? I say that "heads, heads" is equal to having 2 cats; and "tails, tails" is equal to having 2 dogs. Since I say that, the theoretical probability of having 2 cats is 9/50 and the theoretical probability of having 2 dogs is 11/50. 2. Describe how to use two coins to simulate which two pets the family has. 3. Flip both coins 50 times and record your data in a table like the one below. Result Frequency Heads, Heads 9 Heads, Tails 14 Tails, Heads 16 Tails, Tails 11 Total 50 4. Based on your data, what is the experimental probability that the family has two dogs or two cats? I say that "heads, heads" is equal to having 2 cats; and "tails, tails" is equal to having 2 dogs. Since I say that, the experimental probability will be for 2 cats: 9/50, divide them to get the decimal, you get 0.18. Multiply this by 100 and you get 18%. For 2 dogs: 11/50, divide them to get the decimal and you get 0.22. Multiply it by 100 and you get 22%. So then the experimental probability for the family to have two cats is 18% and for 2 dogs its 22%. 5. If the family has three pets, what is the theoretical probability that they have three dogs or three cats? I say that "heads, heads" is equal to having 3 cats; and "tails, tails" is equal to having 3 dogs. Since I say that, the theoretical probability of having 3 cats is 9/50 and the theoretical probability of having 3 dogs is 11/50. 6. How could you change the simulation to generate data for three pets?
i need help with #6 first pls
u there @sleepyjess
??
What do you think?
i REALLY have NO IDEA
idk
im not sure can u help me sleepyjess pls???
If there are 2 coins for 2 pets, there would be _ coins for 3 pets
3?
Yep
:) what else??
is that IT???!!!?
That's it :)
wow is it so easy?
WOW
can you help me with some more??
#2
Sometimes we overthink things :)
and i need someone to check #5 pls
lol yeah thats true
If heads is cats and tails is dogs, what would you have to do to get a cat and a dog?
mix it like heads and tails or tails and heads
What would you need to do to the coins to make them show either heads or tails?
i think....
hmm
In football to determine which team gets the ball first, what do they do to a coin?
they flip it?
Yes! So to simulate what pets the family might get, they would need to flip the coins
ohh........ wow u make it seem SO EASY lol
is that it to that part?
and am i right in #5?
I'm pretty sure that is what they want :)
i dont think so
oh ok thx
what about #5?
If the family has three pets, what is the theoretical probability that they have three dogs or three cats? I say that "heads, heads" is equal to having 3 cats; and "tails, tails" is equal to having 3 dogs. Since I say that, the theoretical probability of having 3 cats is 9/50 and the theoretical probability of having 3 dogs is 11/50.
Well, we know that we need 3 coins for 3 pets, so you would have to get heads heads heads for 3 cats and tails tails tails for 3 dogs
ok
yeah but about the probability how do i do that?
the probability thing I'm not really sure on, always have been bad at that, @amistre64 ?
kk @amistre64
@Nurali
ok well ill open a new question @sleepyjess and ill see who comes :) this one is pretty BIG
Okay :)
this post is rather long and filled with alot of inane chatter, what is the question?
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