How To Solve Two Step Equations With Fractions | Math Defined with Mrs. C | 7.EE.B.4

The video tutorial explains how to solve two-step algebraic equations involving fractions. It covers combining like terms and solving for variables, handling fractional coefficients, and working with whole number constants. The tutorial also demonstrates methods to eliminate fractions for easier equation solving.

What is the first step in solving a 2-step algebraic equation with fractions?

• Add fractions to both sides

• Multiply both sides by the reciprocal

• Combine like terms

• Subtract the constant from both sides

In the equation with a fractional coefficient, what operation is used to solve for the variable after combining like terms?

• Subtract the constant

• Divide by the coefficient

• Multiply by the reciprocal

• Add the reciprocal

What is the result of multiplying both sides by the reciprocal in the equation with a fractional coefficient?

• The constant is added

• The variable is isolated

• The equation becomes more complex

• The fractions are eliminated

When solving an equation with a fraction in the variable term, what is the next step after isolating the fraction?

• Divide both sides by the numerator

• Multiply both sides by the denominator

• Subtract the fraction from both sides

• Add the constant to both sides

In the complex example, what is the first method used to solve the equation?

• Combine like terms by subtracting

• Add fractions to both sides

• Eliminate fractions by multiplying

• Multiply by the reciprocal

What is the advantage of eliminating fractions in the complex example?

• It makes the equation more complex

• It simplifies the equation to whole numbers

• It introduces more fractions

• It changes the solution

In the final example, what is the result of multiplying every term by the common denominator?

• The equation becomes more complex

• The fractions are eliminated

• The variable is isolated

• The constant is subtracted