The following data shows monthly savings of 100 families- Find the Mode of the Monthly Savings Monthly savingsRs Number of families 1000-2000 14 2000-3000 15 3000-4000 21 4000-5000 27 5000-6000 25

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Standard X

Mathematics

Mode for Grouped Data

The following...

Question

The following data shows monthly savings of 100 families . Find the Mode of the Monthly Savings

$\begin{matrix} Monthly savings(Rs) & Number of families 1000 - 2000 & 14 2000 - 3000 & 15 3000 - 4000 & 21 4000 - 5000 & 27 5000 - 6000 & 25 \end{matrix}$

700-800

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600-700

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900-1000

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800 - 900

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Solution

The correct option is C
900-1000

Modal class is 4000-5000 because it has the highest frequency

When we Draw the Histogram and Join the ends of the Modal class , The intersection point gives the Mode.

Mode observed from the Graph is 4750.

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The following data shows monthly savings of 100 families . Find the Mode of the Monthly Savings Monthly savings(Rs)Number of families1000−2000142000−3000153000−4000214000−5000275000−600025

The correct option is C 900-1000 Modal class is 4000-5000 because it has the highest frequency When we Draw the Histogram and Join the ends of the Modal class , The intersection point gives the Mode. Mode observed from the Graph is 4750.

The following data shows monthly savings of 100 families . Find the Mode of the Monthly Savings

$\begin{matrix} Monthly savings(Rs) & Number of families 1000 - 2000 & 14 2000 - 3000 & 15 3000 - 4000 & 21 4000 - 5000 & 27 5000 - 6000 & 25 \end{matrix}$

The correct option is C
900-1000

Modal class is 4000-5000 because it has the highest frequency

When we Draw the Histogram and Join the ends of the Modal class , The intersection point gives the Mode.

Mode observed from the Graph is 4750.