Is there convincing evidence that the proportions of those who would fall into each of the hormone use categories are not the same for women who have been diagnosed with venous thrombosis and those who have not? Carry out a hypothesis test with a significance level of 0.05.   Find the test statistic. (Round your answer to three decimal places.)

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Use the three-read strategy to understand the following exercise from a statistics textbook, and then proceed to complete the exercise.
Suppose that in a study to determine if hormone therapy increases risk of venous thrombosis in menopausal women, each person in a sample of 589 women who had been diagnosed with venous thrombosis was classified according to hormone use. Each woman in a sample of 2,243 women who had not been diagnosed with venous thrombosis was also classified according to hormone use. Data from the study are given in the accompanying table. The women in each of the two samples were selected at random from patients at a large HMO in a certain U.S. state.
  Current Hormone Use
None Esterified
Estrogen
Conjugated
Equine
Estrogen
Venous Thrombosis 382 86 121
No Venous
Thrombosis
1,439 505 299
Is there convincing evidence that the proportions of those who would fall into each of the hormone use categories are not the same for women who have been diagnosed with venous thrombosis and those who have not? Carry out a hypothesis test with a significance level of 0.05.
 
Find the test statistic. (Round your answer to three decimal places.)
?2 = 
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