Data Handling

Look at the graph. How many total items were sold on Monday and Tuesday?

If each small square on the graph paper represents $2$ units, how many units do 7 squares represent?

What is the label for the horizontal axis in a graph showing the growth of a plant over several weeks?

In the horizontal bar graph provided, what is the value of 'Category X'?

In a bar graph, 'Category X' has 14 units and 'Category Y' has 22 units. If the y-axis scale is 2, how many grid lines difference is there between the two bars?

Look at the 'School Supplies' bar graph. If the 'Pens' bar is $3$ times higher than the 'Erasers' bar, and there are $6$ erasers, how many pens are there?

In the provided bar graph, if we combined the 'Yellow' and 'Green' categories, how would the new bar compare to the 'Blue' bar?

The bar graph shows the distance four students ran in a week. If David ran $5$ km more than the average of the other three students, how far did David run?

A toy store track sales of different items. The graph shows the number of dolls, cars, and blocks sold. If the profit on each doll is $10$, each car is $5$, and each set of blocks is $8$, which item generated the highest total profit?

The bar graph displays the number of visitors to a local museum over four days. If the ticket price is $5$ per person, how much more revenue was generated on the busiest day compared to the least busy day?

How many times was the value '15' recorded in the data set?

Which value on the line plot has the most 'x' marks?

If each 'x' represents one student, how many students scored $90$ on the quiz?

Which of these categories has exactly $2$ items represented by 'x' marks?

If two more students ran $3$ miles each, what would be the total number of students who ran $3$ or more miles?

How many data points lie between the values of $2$ and $6$ (excluding $2$ and $6$)?

What is the total weight of all the items if each 'x' represents $\frac{1}{2}$ kg?

The line plot tracks the distance of a paper airplane's flights. If the flight recorded at $4\frac{3}{4}$ feet had been $1\frac{1}{4}$ feet longer, what would be the new longest flight distance?

Based on the line plot showing string lengths used for kites, what is the total length of all strings that are longer than $6$ meters but shorter than $8$ meters?

A carpenter measured the widths of several wooden boards. What is the average (mean) width of the boards shown on the line plot?

Find the median of the set: $2, 2, 2$.

Calculate the mean of the numbers $10, 20, 30,$ and $40$.

Find the median of the numbers $50, 60,$ and $40$.

In the data set $2, 3, 3$, which number is the mode?

Three teams scored $20, 40,$ and $60$ points. What is the mean number of points scored by the teams?

The depths of five holes in the ground are $2, 4, 6, 8,$ and $10$ inches. What is the median depth?

Six beachgoers collected $9, 10, 9, 11, 9, 12$ shells. What is the mode of the shells collected?

The mean age of $4$ children is $9$ years. If a child aged $4$ years joins them, what is the new mean age of the $5$ children?

A data set: $3, 3, 5, 5, 7, 7, 9, 9$. If we add one more $9$ to the data set, which measure of central tendency will change?

If the mean of $10, 20, 30, 40,$ and $50$ is $30$, what is the mean of $11, 21, 31, 41,$ and $51$?

If you pick a color from a rainbow, what is the likelihood that it is 'Neon Brown'?

A pencil case has $4$ pencils and $4$ erasers. What is the likelihood of picking a pencil?

If you roll a six-sided die, what is the likelihood of rolling a $0$?

A spinner has $10$ sections. $1$ is yellow and $9$ are blue. What is the likelihood of landing on yellow?

A spinner has $3$ equal sections: Red, White, and Blue. What is the probability of landing on White?

In the word $DATA$, what is the probability of randomly choosing the letter '$A$'?

A bowl has $6$ oranges and $6$ grapes. What is the probability of picking an orange?

A jar contains $12$ red and $12$ blue marbles. If you add $6$ red and $18$ blue marbles, what is the new probability of picking a red marble?

You have a bag with the letters of the word 'SUCCESS'. What is the probability of picking the letter 'S'?

A bag contains $100$ beads. $40$ are red, $30$ are blue, and the rest are yellow. What is the probability of picking a bead that is NOT yellow?