Practice free →
HomeNY Regents Algebra IMathematicsSystems of Linear Equations › In the seven-step method for solving a system of…

In the seven-step method for solving a system of equations by elimination, what is the first step?

AMake the coefficients of one variable opposites
BWrite both equations in standard form and clear any fractions
CAdd the equations to eliminate one variable
DSubstitute the solution into one of the original equations
Answer & Solution
Correct answer: B. Write both equations in standard form and clear any fractions
1. The method begins by writing both equations in standard form and clearing any fraction coefficients. 2. Only once both equations are in that form does the method move to making one variable's coefficients opposites. 3. Adding the equations and substituting back come even later, after the coefficients have already been made opposite. _Source: OpenStax Elementary Algebra (CC BY 4.0), Ch 5 "Systems of Linear Equations", section 5.3 Solve Systems of Equations by Elimination_
Solve this in the app — NY Regents Algebra I practice & 24k+ MCQs →
Related questions