What level of math is on the SHSAT?

3 min read
What level of math is on the SHSAT?

The SHSAT exam uses the 7th/8th grade Next Generation Learning Math Standards as its foundation for the level of math tested on the exam. The SHSAT mathematics section rests on four main pillars: Arithmetic, Algebra, Statistics, and Geometry. Please note that the exam contains harder questions than you would expect to see on the 7th grade State Math exam.

Introduction

Navigating the labyrinth of the Specialized High Schools Admissions Test (SHSAT) often brings up the question, “What level of Math is on the SHSAT?” With its potential to unlock doors to some of New York City’s top public high schools, understanding the mathematical demands of the SHSAT is critical.

The Four Pillars of SHSAT Math

The SHSAT mathematics section rests on four main pillars: Arithmetic, Algebra, Statistics, and Geometry. Arithmetic serves as the foundation of SHSAT Math. It includes basic operations, number properties, and percentages, among other topics. You’ll need a strong grasp of these concepts to build upon.

  • Algebra is your next stop on the SHSAT math journey. Here, you’ll deal with equations, inequalities, and functions (if you are taking the 9th grade exam). Being comfortable with manipulating algebraic expressions and solving equations is crucial at this level.
  • Statistics introduces you to data interpretation and probability. Understanding measures of central tendency like mean, median, mode, and the basics of probability will help you navigate this part of the test.
  • Lastly, Geometry tests your understanding of shapes, sizes, and spatial relationships. From properties of triangles and circles to volume and surface area calculations, your ability to visualize and solve geometric problems comes into play here.

Integrating the Math Concepts

Though each topic has its significance, the SHSAT does not test them in isolation. Many problems require the integration of concepts from different topics. This calls for a holistic understanding of mathematics rather than segmented knowledge.

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