SAT 50 Flashcards Intermediate 100% Free

SAT:: Math - Problem Solving Data (Unit 3)

Created by Chat Robotics Community  ·  Updated 2026-09-08

Curriculum Overview

Comprehensive, high-yield SAT study deck focusing on Math - Problem Solving Data (Unit 3). Features 50 rigorous, curriculum-aligned flashcards designed for intermediate-level mastery. Core concepts covered include Old Value, Percentage Change, New Value, key problem-solving heuristics, foundational formulas, and exam-tested application scenarios. Ideal for active recall review, spaced repetition study, and scoring in the top percentile.

Topics & Key Concepts

SAT Math Mean Total Value Change Median Number Maximum Minimum

Sample Flashcard Questions & Answers

Showing 8 of 50 cards
Question #1 Active Recall

What is the formula for percentage change between an old value and a new value?

Answer & Explanation:
Percentage Change = ((New Value - Old Value) / Old Value) * 100%
Question #2 Active Recall

If a price of an item is discounted by 20% and then the discounted price is increased by 20%, is the final price equal to the original price?

Answer & Explanation:
No, the final price is 96% of the original price (a 4% net decrease).
Question #3 Active Recall

What is the difference between the mean and the median of a data set?

Answer & Explanation:
Mean is the arithmetic average (sum of all values / number of values); Median is the middle value when the data set is arranged in ascending order.
Question #4 Active Recall

In a positively skewed (right-skewed) distribution, what is the typical relationship between the mean and the median?

Answer & Explanation:
Mean > Median (the mean is pulled to the right by high-value outliers).
Question #5 Active Recall

In a negatively skewed (left-skewed) distribution, what is the typical relationship between the mean and the median?

Answer & Explanation:
Mean < Median (the mean is pulled to the left by low-value outliers).
Question #6 Active Recall

What does 'standard deviation' measure in a data set?

Answer & Explanation:
The spread, dispersion, or variability of data points around the mean.
Question #7 Active Recall

If every value in a data set is increased by 5, what happens to the mean and standard deviation?

Answer & Explanation:
The mean increases by 5; the standard deviation remains completely UNCHANGED.
Question #8 Active Recall

If every value in a data set is multiplied by 3, what happens to the mean and standard deviation?

Answer & Explanation:
Both the mean and the standard deviation are multiplied by 3.

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