You roll 2 dice. What is the probability that the sum of the dice is odd and both dice show the number 5?
I'll upload the chart. This time you can count the pairs that sum to an odd number and both show the number 5. Okay?
I'm sure you know this and you're just overthinking things
5+5 = 10, which is even if both land on 5, then both will be odd, but the sum will NOT be odd
@jim_thompson5910 I'm not overthinking here. @bekkah323 may be.
no I'm sure your logic is fine Directrix there's just a much easier way to do this problem
18 pairs sum to an odd number, but non of them both show 5 twice
@bekkah323 How may pairs meet the criteria of an odd sum AND are (5,5)?
none
Yes. So, P(sum of the dice is odd and both dice show the number 5) = ? @bekkah323
0
Yes, you can think of it as 0/36 with zero being the number of favorable outcomes and 36 being the number of possible outcomes. @bekkah323
@bekkah323 The point here "if both land on 5, then both will be odd, but the sum will NOT be odd" is that 5 + 5 = 10 which is even. Therefore, a person might see that the probability is 0. Whatever.
@Directrix thanks for helping with these question i just started probability last week.
Glad to help.
@Directrix yes, i just put up another problem. if you want to help?
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