Many questions on the GED Mathematical Reasoning test and the HiSET Mathematics test start from a picture of data rather than a list of numbers: a bar graph of sales, a line graph of bills, a circle graph of a budget, a scatter plot, a box plot or a table. Reading the display correctly is half the question, and most wrong answers come from reading the wrong bar, the wrong segment or the wrong part of the box. This material puts the displays on screen and trains you to read each one quickly and accurately.
The twelve quiz questions each use a different display or skill. A bar graph of a hardware store's week asks how much better the best day was than the worst. A double bar graph compares two doctors' patient counts month by month. A line graph of an electric bill asks where the steepest rise happened, and a separate question turns a change in fuel cost into a percent increase. A circle graph splits a 3,200-dollar monthly budget, and another circle-graph question converts a percent into a central angle. A scatter plot of used cars shows how price falls with age, and a trend line equation is used to make a prediction. Two box plots ask for the median, the interquartile range and the share of the data above the third quartile. A frequency table asks for the mode and the weighted mean, and the last question asks which display suits a given purpose.
Every display is also described in words and numbers, so the questions can be answered by screen readers and in the spoken exam. Wrong options come from the usual misreadings: taking the first bar for the smallest, reading the range where the interquartile range is asked, taking the highest point for the biggest rise, or averaging values without their frequencies. The explanations point to the exact place in the display where the misreading happens.
The flashcards define each type of display and the key ideas behind them: central angles, positive, negative and no correlation, trend lines, correlation versus causation, the five-number summary, the interquartile range, dot plots and histograms.
The written work asks you to interpret displays in full sentences with the numbers that support each claim: comparing two series, describing a trend, finding a percent change, reading a box plot, spotting a misleading scale and choosing a display. The oral exam asks one question at a time about a display described in words.
The material is independent practice written by Zestly, based on the published content of the GED and HiSET mathematics tests; it is not produced or endorsed by GED Testing Service or ETS.
Practice material written by Zestly, based on the published content of the GED Mathematical Reasoning test (data analysis: interpreting bar graphs, line graphs, circle graphs, scatter plots, box plots, dot plots and tables) and the HiSET Mathematics test (data analysis, probability and statistics).
The bar graph shows a hardware store's sales, in dollars, for one week: Monday 400, Tuesday 600, Wednesday 300, Thursday 700, Friday 900, Saturday 1,200, Sunday 500. How much greater were the sales on the best day than on the worst day?
900 dollars
The tallest bar is Saturday, 1,200 dollars, and the shortest is Wednesday, 300 dollars: $1200 - 300 = 900$ dollars. Using Monday (400 dollars, the first bar) as the lowest gives 800, not an option; 1,200 dollars is the best day itself, not the difference; 700 dollars subtracts Sunday's 500 dollars.