CDC's National Asthma Control Program was created in 1999 to help the millions of people with asthma in the United States control their disease. According to a report released in 2010, 35.2% of US adults have intermittent asthma (meaning their asthma is well-controlled without long-term medication). In order to update the report, the CDC sampled 2138 adults and found that 775 of those sampled had intermittent asthma. Test the appropriate hypotheses to determine if the percentage of US adults with intermittent asthma has changed from the value reported by the CDC. Use a significance level of 0.10. H o : p = 0.352 H a : p < 0.352 α = 0.01 Test Statistic: z = (Note: round the test statistic to two decimal places) probability = Select an answer decision: Select an answer At the 0.10 level, there Select an answer significant evidence to conclude the percentage of US adults with intermittent asthma is Select an answer than 35.2%. How do I solve this problem?