67.8k views
0 votes
The scores on a recent statistics test are given in the frequency distribution below. Construct the corresponding relative frequency distribution. Round relative frequencies to the nearest hundredth of a percent if necessary.Scores frequency0-60 461-70 1071-80 1281-90 491-10 5A. Scores frequency0-60 15.5%61-70 22.1%71-80 31.3%81-90 16.2%91-10 14.9%B. Scores frequency0-60 12.5%61-70 20.1%71-80 37.3%81-90 15.2%91-10 14.9%C. Scores frequency0-60 11.43%61-70 28.57%71-80 34.29%81-90 11.43%91-10 14.29%D. Scores frequency0-60 0.20%61-70 0.20%71-80 0.49%81-90 0.03%91-10 0.09%

User Benny Ae
by
6.3k points

1 Answer

2 votes

Answer:

C

Explanation:

The scores in a recent statistics test are given in the frequency distribution below.


\left|\begin{array}cc$Scores&$Frequency\\---&--\\0-60&4\\61-70&10\\71-80& 12\\81-90&4\\91-10&5\\----&--\\$Total&35\end{array}\right|

The relative frequency is calculated in the table below.


\left|\begin{array}c$Scores&$Frequency&$Relative Frequency\\---&--&-----\\0-60&4&(4)/(35)* 100=11.43\% \\\\61-70&10&(10)/(35)* 100=28.57\%\\\\71-80& 12&(12)/(35)* 100=34.29\%\\\\81-90&4&(4)/(35)* 100=11.43\%\\\\91-10&5&(5)/(35)* 100=14.29\%\\----&--&---\\$Total&35&100\end{array}\right|

Therefore, the relative frequency table is that in Option C.

User Hichame Yessou
by
7.1k points
Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.