SAT Scholar

SAT Math · Problem-Solving and Data Analysis

SAT Two-Variable Data: Models and Scatterplots Practice

Read scatterplots and lines of best fit, and choose linear, quadratic or exponential models for data.

SAT Scholar question list filtered to Problem-Solving and Data Analysis, showing 421 official SAT questions with their skill, difficulty and typeSAT Scholar question list filtered to Problem-Solving and Data Analysis, showing 421 official SAT questions with their skill, difficulty and type
✓Official explanations
✦71 questions
71practice questions
34easy
26medium
11hard

About These Questions

There are 71 official questions for this skill in the College Board question bank: 34 easy, 26 medium and 11 hard. 64 are multiple choice and 7 are student-produced responses, where you type your own answer. Each one has the official answer and explanation.

Tips for Problem-Solving and Data Analysis

  • Write units next to every number so rate and conversion questions set themselves up.
  • For percent change, use new = original × (1 ± rate) instead of adding percentages.
  • Read the axis labels and the question's population before you read the answer choices.

Common Questions

What do SAT Two-Variable Data: Models and Scatterplots questions test?

Read scatterplots and lines of best fit, and choose linear, quadratic or exponential models for data. It is part of Problem-Solving and Data Analysis in SAT Math.

How many SAT Two-Variable Data: Models and Scatterplots practice questions are there?

71 official questions from the College Board question bank: 34 easy, 26 medium and 11 hard. 64 are multiple choice and 7 are student-produced responses, where you type your own answer.

Do these questions have explanations?

Yes. Each one has the official answer and explanation, and you can check your answer instantly.

How do I get better at SAT Two-Variable Data: Models and Scatterplots?

Write units next to every number so rate and conversion questions set themselves up. For percent change, use new = original × (1 ± rate) instead of adding percentages.

Related Skills

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