The table represents 2054 randomly chosen people age 25 years or older in regard to educational attainment and heath insurance status. Find the probability of being a high school graduate given that the person does not have health insurance. Educational Attainment Less than High School Graduate High School Graduate (or GED) Some College or an Associate's Degree Bachelor's Degree or Higher Has Health Insurance 192 459 498 544 Does Not Have Health Insurance 96 135 90 40 The probability of being a high school graduate given that the person does not have health insurance is (Round to four decimal places as needed.)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The table represents 2054 randomly
chosen people age 25 years or
older in regard to educational
attainment and heath insurance
status. Find the probability of being
a high school graduate given that
the person does not have health
insurance.
Educational
Attainment
Less than High
School Graduate
High School
Graduate (or GED)
Some College or
an Associate's
Degree
Bachelor's Degree
or Higher
Has Health
Insurance
192
459
498
544
Does Not Have
Health Insurance
96
135
90
40
The probability of being a high school graduate given that the person does not have health insurance is
(Round to four decimal places as needed.)
Transcribed Image Text:The table represents 2054 randomly chosen people age 25 years or older in regard to educational attainment and heath insurance status. Find the probability of being a high school graduate given that the person does not have health insurance. Educational Attainment Less than High School Graduate High School Graduate (or GED) Some College or an Associate's Degree Bachelor's Degree or Higher Has Health Insurance 192 459 498 544 Does Not Have Health Insurance 96 135 90 40 The probability of being a high school graduate given that the person does not have health insurance is (Round to four decimal places as needed.)
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