SOLUTION: The table represent 2028 residents age 25 years or older in regard to educational attainment and health insurance status. Find the probability of not having a bachelor degree or

Algebra ->  Probability-and-statistics -> SOLUTION: The table represent 2028 residents age 25 years or older in regard to educational attainment and health insurance status. Find the probability of not having a bachelor degree or       Log On


   



Question 1103379: The table represent 2028 residents age 25 years or older in regard to educational attainment and health insurance status.
Find the probability of not having a bachelor degree or not having health insurance? (round to three decimal places as needed)
Educational Attainment............ Has Health Insurance..........Does not have health insurance
Less than High School......................... 208..............................................79......................
High School Graduate ........................ 437 ............................................ 114 ....................
Some College ..................................... 509 ............................................. 84 ....................
Bachelor Degree ................................. 559 .............................................. 38 ....................

Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
............
The table represent 2028 residents age 25 years or older in regard to educational attainment and health insurance status.
---------
Find the probability of not having a bachelor degree or not having health insurance? (round to three decimal places as needed)
Educational Attainment. Has Health Insurance...Does not have health insurance
Less than High School......... 208.....................79......................
High School Graduate ......... 437 ................... 114 ....................
Some College ................. 509 -----.............. 84 ....................
Bachelor Degree ...............559.................... 38 ......
------
P(no bachelor or no health) = P(no batch)+P(no health)-P(nobach & no health)
= [(2028-(559+38) + (79+114+84+38)]/2028 = 1746/2028 = 0.8609
-----
Cheers,
Stan H.
--------------