Use the Chi-square test or the Two-sample test of proportion…

Use the Chi-square test or the Two-sample test of proportions using groups. Determine if there is statistically significant difference in the proportion of mothers who had children with low birth weight and smoked during pregnancy. Write down the p-value obtained.NB: Do not round off.

29-female with hx of asthma and marijuana vaping arrives in…

29-female with hx of asthma and marijuana vaping arrives in the ED, suspected flu A (pending viral panel). She has temperature of 38.8 C, harsh, painful cough, expiratory wheezing, increased A/P diameter, SOB, RR =28, HR =118. Patient is speaking in short sentences but mentation is OK, A & O x 4. Her SpO2 on RA is 87%. 1 (2) What are your initial priorities for this patient? What interventions and treatments would you order? Bullet points are OK 2 (2) Two hours later her RR = 30, HR = 128, temperature 39.8 C on 50% on Oxymask 8 LPM and SpO2 = 86%. Mentation is OK, A & O x 4, work of breathing remains moderate, still wheezy and scattered diminished but A/P diameter not as hyperinflated. What interventions do you want to make at this time? 3  (1) What supportive interventions would you order for this patient? 4  (1) Two hours later, ABG drawn on 80% FiO2: 7.28 / 44 / 42 / 25.9, WOB is high and high accessory muscle use. RR high 30s and shallow, speaking in 1 – 2 words at a time. What is the P/F ratio? What intervention will you make at this time? 

Please note that this question consists of three parts. You…

Please note that this question consists of three parts. You may use MINITAB to find a final answer. However you MUST show all the mathematical work to get to the final answer. Just giving the answer without adequate work/explanation may result in zero for the question.  In a college town, there is a central location where people can drop-off miscellaneous plastics that were not collected in regular weekly pick-ups. The authorities want to study the true proportion of households using the drop-off location for plastic recycling. They have taken a random sample of 120 households and asked them if they use drop-off facility. Of the sampled households, 45 said they use the drop-off bins.  Find a 95% confidence interval for the true proportion of households using the drop-off location for plastic recycling. Interpret the above calculated interval in the context of the problem. The authorities believe about 35% of the households in the town are using the drop-off location for plastic recycling. Based on the interval in part 1, are the authorities correct? Explain using the interval.