Suppose the following set of random numbers is being used to simulate the event of a basketball player making 4 free throws in a row. How should the numbers be rearranged? 860583 785814 010122 337198 621549 034076 796495 978078 433330 333153
I don't understand, is there more?
Strangely no that was the whole question
So just split the numbers in 4's idk.
the possible free throws is an integer between 0 and 4
8605 8378, etc...
then arrange it in groups of 5 maybe
I don't really understand haha, maybe that's it
oh ok, why would i split it by 4s though?
Yeah in groups, that sounds good.
0->4 you get 5 possibilities right
yea, so make it 8605 8378 5814 etc?
oh i think i misread this
why groups of 4 ?
maybe because it was asking about 4 free throws in a row? but I'm not really sure thats why i was asking
Wait ganeshie got it i THINK
That sounds about right
0 -> 4
who is good with basketball here ?
the arrange should be randomly , u only need to sub 2 digits
I kobe all shots
what do these numbers represent, the number of free throws in 4 tries?
u can remove 2 digits from right or left
its only a work on sample .... u dont need to understand what are these numbers
It says the numbers represent a random set of numbers to simulate the event of a basketball player making 4 free throws in a row
then groups of 10 makes more sense
since we have 10 different digits and they are showing up randomly, we can map these as below : {0,5} : 0 free throws {1,6} : 1 free throws {2,7} : 2 free throws {3,8} : 3 free throws {4,9} : 4 free throws
ok, so should i put them in groups of 5 then?
Hold on a sec
idk what are the rules of game ?
`Suppose the following set of random numbers is being used to simulate the event of a basketball player making 4 free throws in a row. How should the numbers be rearranged? ` everyone reread this again
4 free throws, which means how many set of numbers?
4
So how many groups does that give us?
well that puts 4 numbers in each group right? so it'd b 8605 8378 5814 0101 2233 7198 6215 4903 4076 7964 9597 8078
a person can get 4 free throws only by combination of 1,2,3 free throws i guess , right ?
Seems you're on the right track, but is that all of it? It's the wording that's messing us up here.
yea that was the whole question and its wording, it was confusing me also
Do it again
well ithink its like the same way ganesh explaind, use mod of 4 0 means no throw 1 one throw 2 two throw 3 three throw
You have multiply choice? B?
you need to use mod 5 i guess
so like this 0583 5814 0122 7198 1549 4076 6495 8078 3330 3153 final data :- 0103 1010 0122 3110 1101 0032 2011 0030 3330 3113 why mod 4 ? since only three types of free flows u have in bascketball , 1,2,3 or non
now take which data gives arrow , and done !
Since we are using 4 free throws in a row what if we divide those into sets of 4 8605 8378 5814 0101 2233 7198 6215 4903 4076 7964 9597 8078 4333 3033 3153
Yeah haha, that's really it.
LOL :)
I was just waiting for you guys to figure it out.
I've been saying reread the question over and over again
i like ganeshies first idea there are 5 numbers to pick from 0,1,2,3,4 you have 10 digits 0,1,2,3,4,5,6,7,8,9 so you can define 0-1 = 0 2-3 = 1 4-5 = 2 6-7= 3 8-9 = 4
do we need to know basketball to answer this question why dont they make questions accessible to everyone :O
and then use group of 4 numbers , there are 4 free throws in a row
Its called common sense.
well , its only one idea ! i have worked on GPA before hehe
I figured OP was missing a few groups was waiting for him to notice.
what are you talking abotu @Miracrown
Yes he missed the last 3 sets - @iambatman
No it's not common sense, the question is just worded weirdly, that's why everyone started over thinking.
I was talkin bout common sense mate.
Ahaha yes its all good thanks guys:P
@Marki if you use mod 4 you never get '4' as a result , and thats one of the possibilities
arrange in 4s
=_=
I am not sure it was worded differently. The key was that the player was making 4 free throws - that's why we would divide those into sets of 4.
I know I got that after my third read lol.
Intuition at the start I guess
Perhaps.
who knows just rearrange however u want give a good explaination
yes but we were also trying to figure out how to use these random numbers to simulate how many free throws you get when you do 4 free throws in a row
i dont know if you guys noticed :)
actually thinking about this problem again, we have no way of weighting the 4 possible outcomes 0,1,2,3,4 . are 4 free throws in a row as likely as getting 0 free throws?
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