Asked by Blargh
Arabella's password consists of 1 letter followed by two digits. What is the probability of correctly guessing Arabella's password?
Answers
Answered by
PsyDAG
If the events are independent, the probability of both/all events occurring is determined by multiplying the probabilities of the individual events.
1/26 * 1/10 * 1/10 = ?
1/26 * 1/10 * 1/10 = ?
Answered by
Paula
the answer is 1/2,600
Answered by
julia
Why do u multiply 1/10 ????
Answered by
ur mom
u r aall ewrong ha
Answered by
uno reverse card
did you say Im wierd?
Answered by
Jonny
Sorry i don't have enough time to explain everything but the answer is
1/2,600 = 0.00038461538 ≈ .0004 (remember I put ≈ not =) (≈ means about)
= 00.04%
never mind, I'll explain it anyways even tho it's like 12:46 a.m. March 30th
you use 1/26 because it's 1/26 letters of the alphabet.
you use 1/10 twice because you choose 1 digit out of 10 digits twice.
so the chance will be 1/26 x 1/10 x 1/10 and that = 1/2,600
1/2,600 = 0.00038461538 ≈ .0004 = 00.04%
So your final answer would be "the probability of guessing her password correct is 0.04%
YOUR WELCOME
1/2,600 = 0.00038461538 ≈ .0004 (remember I put ≈ not =) (≈ means about)
= 00.04%
never mind, I'll explain it anyways even tho it's like 12:46 a.m. March 30th
you use 1/26 because it's 1/26 letters of the alphabet.
you use 1/10 twice because you choose 1 digit out of 10 digits twice.
so the chance will be 1/26 x 1/10 x 1/10 and that = 1/2,600
1/2,600 = 0.00038461538 ≈ .0004 = 00.04%
So your final answer would be "the probability of guessing her password correct is 0.04%
YOUR WELCOME
Answered by
Kylie
How many combinations are possible?
Answered by
Unknown
Just tried this on a test, the answer is 2600.
Answered by
HI
I just did the test and the correct answer is 1/260
Answered by
Jake
wow i am LATE to this party
Answered by
wwww
haha
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