Answer:
The required confidence interval is (0.68 , 0.8825)
Explanation:
n=48
Confidence interval 95%
Method p = 48+2 / 60+4 = 0.781250
SE = [tex]\sqrt{p*(1-p)/60+4}[/tex] = 0.0516748
confidence interval p ± 1.95996*[tex]\sqrt{p*(1-p)/60+4}[/tex] = (0.679969,0.882531)