Solving Linear Equations Using Elimination Method

What is the main goal of the problem presented in the video?

• To find the values of A and B

• To graph the equations

• To solve the system of equations for X and Y

• To determine the coefficients of the equations

What is the first step in preparing the equations for elimination?

• Dividing both equations by a constant

• Subtracting one equation from the other

• Opening the brackets in the equations

• Adding the equations together

Why is it necessary to make the coefficients of Y equal before elimination?

• To simplify the equations

• To ensure the equations are balanced

• To effectively eliminate the Y term

• To find the value of X directly

After eliminating Y, what is the next step to find the value of X?

• Multiply both sides by a constant

• Add a new variable

• Divide by the coefficient of X

• Factor out common terms

What value is obtained for X after solving the simplified equation?

• 1/2

• 2

• 1/3

• 1

Which equation is used to find the value of Y after determining X?

• The simplified equation after elimination

• The original second equation

• The original first equation

• A new equation derived from the original

What is the final value of Y obtained in the solution?

• 1

• 2

• 1/3

• 1/2