Answer:
300 and 700
Explanation:
-We use the t-statistic and sample mean to generate the desired confidence interval.
-Given that the average score is 500 and standard deviation is, we calculate the confidence interval as:
![\mu=\bar \x\pm t(s_M)\\\\=500\pm1.96* 100\\\\={304.00,696.00]\approx [300,700]](https://img.qammunity.org/2021/formulas/mathematics/college/uzak3deq0yi9u6y5wbg8h3dkpc8jsmr2py.png)
Hence, the expected scores is approximately between 300 and 700