As part of a research experiment, a chemist is weighing 5 samples. The weights are: 9.9 ounces, 8.2 ounces, 6.2 ounces, 5.4 ounces, 5.4 ounces What is the mode of the weights? _____ ounces

List Given Weights: Step 1: List the given weights. Weights: 9.9 ounces, 8.2 ounces, 6.2 ounces, 5.4 ounces, 5.4 ounces Short reasoning: We have the weights listed as provided. Calculation: No calculations needed here.Identify the Mode: Step 2: Identify the mode. Short reasoning: The mode is the number that appears most frequently in a data set. Calculation: Count each weight occurrence: - 9.9 ounces appears 1 time - 8.2 ounces appears 1 time - 6.2 ounces appears 1 time - 5.4 ounces appears 2 times The mode is 5.4 ounces because it appears more than any other weight.

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As part of a research experiment, a chemist is weighing $5$ samples. The weights are: $9.9\,\text{ounces}$ , $8.2\,\text{ounces}$ , $6.2\,\text{ounces}$ , $5.4\,\text{ounces}$ , $5.4\,\text{ounces}$ What is the mode of the weights? $\newline$ $\_\_\_\_\_\,\text{ounces}$

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Math Problems

Grade 8

Calculate mean, median, mode, and range

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Q. As part of a research experiment, a chemist is weighing

5

samples. The weights are:

9.9\,\text{ounces}

8.2\,\text{ounces}

6.2\,\text{ounces}

5.4\,\text{ounces}

5.4\,\text{ounces}

What is the mode of the weights?

\newline

\_\_\_\_\_\,\text{ounces}

List Given Weights: Step $1$ : List the given weights. $\newline$ Weights: $9.9$ ounces, $8.2$ ounces, $6.2$ ounces, $5.4$ ounces, $5.4$ ounces $\newline$ Short reasoning: We have the weights listed as provided. $\newline$ Calculation: No calculations needed here.
Identify the Mode: Step $2$ : Identify the mode. $\newline$ Short reasoning: The mode is the number that appears most frequently in a data set. $\newline$ Calculation: Count each weight occurrence: $\newline$ - $9.9$ ounces appears $1$ time $\newline$ - $8.2$ ounces appears $1$ time $\newline$ - $6.2$ ounces appears $1$ time $\newline$ - $5.4$ ounces appears $2$ times $\newline$ The mode is $5.4$ ounces because it appears more than any other weight.