Alvin's Bakery produced the following number of oat bran muffins each week: $$\begin{array} { l l }
\text { Week 1 } & 700 \
\text { Week 2 } & 700 \
\text { Week 3 } & 600 \
\text { Week 4 } & 500 \
\text { Week 5 } & 700 \
\text { Week 6 } & 600
\end{array}$$ In a frequency distribution, which would have the lowest tally?
A)600
B)700
C)500
D)650
E)None of these

Question

Alvin's Bakery produced the following number of oat bran muffins each week: $$\begin{array} { l l } 
\text { Week 1 } & 700 \
\text { Week 2 } & 700 \
\text { Week 3 } & 600 \
\text { Week 4 } & 500 \
\text { Week 5 } & 700 \
\text { Week 6 } & 600
\end{array}$$ In a frequency distribution, which would have the lowest tally?
A)600
B)700
C)500
D)650
E)None of these

Quizplus · Accepted Answer

To determine the lowest tally, we need to look for the least frequent number of oat bran muffins produced each week. Based on the provided data, the frequency distribution of the number of oat bran muffins cannot be determined. Therefore, we cannot determine the lowest tally. However, if we assume that the given data represents the actual frequency distribution, we can see that the number 500 has the lowest frequency (appearing only once), making it the lowest tally. So, the answer is C) 500.

Alvin's Bakery Produced the Following Number of Oat Bran Muffins