The number of vehicles passing through the signal in a day is counted by a traffic police from Monday to Saturday is given below.

200, 156, 400, 350, 230, 120

The frequency table for this data is:

$\begin{matrix} D a y & N u m b e r o f v e c h i l e s M o n d a y & 20 T u e s d a y & 156 W e d n e s d a y & 400 T h u r s d a y & 350 F r i d a y & 230 S a t u r d a y & 120 \end{matrix}$

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$\begin{matrix} D a y & N u m b e r o f v e c h i l e s M o n d a y & 200 T u e s d a y & 156 W e d n e s d a y & 40 T h u r s d a y & 350 F r i d a y & 230 S a t u r d a y & 120 \end{matrix}$

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$\begin{matrix} D a y & N u m b e r o f v e c h i l e s M o n d a y & 200 T u e s d a y & 156 W e d n e s d a y & 400 T h u r s d a y & 350 F r i d a y & 230 S a t u r d a y & 120 \end{matrix}$

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$\begin{matrix} D a y & N u m b e r o f v e c h i l e s M o n d a y & 200 T u e s d a y & 156 W e d n e s d a y & 400 T h u r s d a y & 350 F r i d a y & 230 S a t u r d a y & 12 \end{matrix}$

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Solution

The correct option is C
$\begin{matrix} D a y & N u m b e r o f v e c h i l e s M o n d a y & 200 T u e s d a y & 156 W e d n e s d a y & 400 T h u r s d a y & 350 F r i d a y & 230 S a t u r d a y & 120 \end{matrix}$

A frequency is the number of times a data value occurs in a data set. On observing the given data, we get the frequency table as below:

$\begin{matrix} D a y & N u m b e r o f v e c h i l e s M o n d a y & 200 T u e s d a y & 156 W e d n e s d a y & 400 T h u r s d a y & 350 F r i d a y & 230 S a t u r d a y & 120 \end{matrix}$

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Similar questions

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Question 2(d)

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The number of vehicles passing through the signal in a day is counted by a traffic police from Monday to Saturday is given below. 200, 156, 400, 350, 230, 120 The frequency table for this data is:

The number of vehicles passing through the signal in a day is counted by a traffic police from Monday to Saturday is given below.

200, 156, 400, 350, 230, 120

The frequency table for this data is: