SHSAT Algebra Preparation
Master Algebra concepts and strategies for SHSAT success with expert NYC teachers.
Meet Your Algebra Specialist
Kimberly Konzack
Algebra Specialist
Over 15 years of experience teaching high school geometry and calculus. Specializes in making complex spatial and mathematical concepts intuitive through visual learning techniques, real-world applications, and student-centered instruction.
With years of experience teaching Algebra at NYC's top schools, Kimberly knows exactly what students need to master to excel on the SHSAT.
SHSAT Algebra Overview
Algebra makes up a significant portion of the SHSAT math section. Students must master equations, inequalities, word problems, and functions to perform well. Our specialized algebra preparation focuses on building strong foundational skills and teaching efficient problem-solving strategies.
Why Algebra Matters for the SHSAT
Algebra questions account for approximately 25-30% of the SHSAT math section. Strong algebra skills not only help students answer these questions correctly but also build the mathematical reasoning abilities needed for other sections. Many students struggle with translating word problems into algebraic expressions—a key skill we emphasize in our preparation.
Expert Algebra Tip
Solving Word Problems Efficiently
When approaching algebraic word problems on the SHSAT, follow these steps:
- Identify the unknown: Determine what you're solving for and assign a variable (usually x).
- Translate relationships: Convert the English statements into mathematical expressions.
- Set up the equation: Create an equation that represents the problem.
- Solve and verify: Solve the equation and check if your answer makes sense in the context of the problem.
Remember: Many SHSAT algebra problems can be solved using multiple approaches. Practice identifying the most efficient method for each problem type.
Sample SHSAT Algebra Question
A number increased by 5 is equal to twice the number decreased by 3. What is the number?
Solution Approach
Let's call the unknown number x.
Step 1: Translate the first part: "A number increased by 5" means x + 5
Step 2: Translate the second part: "twice the number decreased by 3" means 2x - 3
Step 3: Set up the equation: x + 5 = 2x - 3
Step 4: Solve for x:
x + 5 = 2x - 3
x + 5 + 3 = 2x
x + 8 = 2x
8 = 2x - x
8 = x
Step 5: Verify: If x = 8, then x + 5 = 13 and 2x - 3 = 16 - 3 = 13. ✓
Therefore, the number is 8.
SHSAT Insight: This is a classic "translate the words" algebra problem. The SHSAT frequently tests your ability to convert verbal descriptions into mathematical equations.
Ready to Master SHSAT Algebra?
Book a free consultation with our expert teachers to create a personalized SHSAT prep plan for your child.