Knowing how to solve an equation is only half the battle. Word problems test whether you can build the equation yourself, which is just as just as important as solving. Click here for some tips on linear equations Word problems in Algebra 1 fall into a few recognizable patterns: setting up a linear equation from a scenario, writing an inequality with a constraint, building a system of equations, and choosing between a linear and exponential model. The algebra is usually strai

Linear functions are the major component of Algebra 1. Master slope and the three equation forms and you'll recognize them everywhere, like in graphs, tables, word problems, and systems. Click here for some tips on linear equations Linear function questions come in a few forms: finding slope between two points, converting between equation forms, interpreting slope and y-intercept in context, graphing from an equation, and writing an equation from given information. Slope-inte

Polynomials are the foundation of quadratics and many other topics. Factoring is one of the key tools for solving them, so the more comfortable you become with factoring, the easier quadratics will feel. Click here for some tips on polynomials and factoring Polynomial questions in Algebra 1 cover adding, subtracting, and multiplying polynomials, and factoring in three main forms. Factoring also comes up inside quadratic solving, so these skills build. Here are some tips to ke

Use our guide to get instant feedback on every step so you see your mistakes and fix them before the exam. You're probably doing algebra the hard way You solve a problem, check the answer key, and realize you got it wrong. But you don't know why, and you wasted 10 mins without learning anything. This page is different. As you solve, our AI tells you if each line is correct or not. So you catch mistakes while you're practicing, not after. Watch: type a step and moment.of.math

Use our guide to get instant feedback on every step so you see your mistakes and fix them before the exam. You're probably doing algebra the hard way You solve a problem, check the answer key, and realize you got it wrong. But you don't know why, and you wasted 10 mins without learning anything. This page is different. As you solve, our AI tells you if each line is correct or not. So you catch mistakes while you're practicing, not after. Watch: type a step and moment.of.math

No algebra required. These are some of the most approachable questions on the exam — just division and careful reading. Two-way table questions give you a grid of data and ask for a percentage. The only trick is finding the right denominator. The question tells you which group to look at — that group's total goes on the bottom of your fraction. Click here for some tips on statistics Three steps — every time 1. Re-read the question and find the group being asked about. Underli

Once you know a handful of rules, exponent questions become fast, reliable points. Compound interest is on almost every exam. The Regents tests exponent rules — multiplying powers, raising a power to a power — and exponential growth, which is what happens when something multiplies by a constant rate each period. Compound interest is the classic example. Click here for some tips on exponents and compound interest Rules worth knowing xᵃ × xᵇ = x^(a+b) (multiply → add exponents

Quadratics show up in both Part I and the longer constructed-response questions. Worth knowing cold. Click here for some tips about quadratics Quadratic questions come in a few forms: factoring a polynomial, solving by factoring or the quadratic formula, interpreting a parabola from a graph, and working with real-world height problems. The golf ball problem is practically a Regents staple at this point. Your toolkit Standard form: ax² + bx + c = 0 Axis of symmetry (x-coordina

Function problems on the Regents are mostly about reading carefully and applying slope-intercept form correctly. The Regents tests functions a few consistent ways: identifying whether a relation is a function, interpreting the parts of a linear equation in context, and reading transformations of parabolas. Once you know what to look for, these are reliable points. Click here for tips on reading and interpreting functions The essentials A relation is not a function if any x-va

Learn to spot the two equations hiding inside any real-world setup. Every system gives you two facts about two unknowns. Write those facts as equations, then solve. The Regents loves coin problems, pricing problems, and age problems — they look different but use the exact same method. The trick is about setting each unknown as one half of an equation, then using one of the two methods below to find the answer of one equation by using the other! Click here for some tips on sys