Can some one explain how to solve this?
probability is a ratio of number matching "success" divided by total number of possibilities "success" means those cases that match what your are looking for.
for the 1st question (a), the total number of possibilities is the sum of all the different ages.
this is a Q from my statistics class
to answer (a), you need the total number of births 15 to 54 you also need the number between 30 and 39. get out your calculator and figure those two sums. the ratio is the probabilty
ok i added all the #'s & got 7414
What now?
you also need the number between 30 and 39.
then take the ratio of the that number (30 to 39) over 7414 round to 3 decimal places (that is what they want)
so a) is 0.632?
yes. notice for (b) you could add up everything that is not 30 to 39 and divide by 7414 or 1 - (a)'s answer = 1 - 0.632
0.368?
yes for (c) it looks easier to subtract 45-54 from the total, rather than adding up everything less.
ok i subtracted 119 from 7414 & got 7295
This is what i got so far.
Do you understand the major idea? Probability of some "event" is \[ \frac{\text{number in the event}}{\text{total number}} \] to do (a), you found \[ \frac{\text{number in age bracket 30 to 39}}{\text{total number in all ages}} =\frac{4686}{7414}\] to do (c), find \[ \frac{\text{number in age bracket 15 to 44}}{\text{total number in all ages}} \] can you do that?
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