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Explain or show why each of these equations is equivalent to .
Here is Clare’s work to solve some equations. For each problem, do you agree or disagree with Clare’s work? Explain your reasoning.
Work independently on your column. Partner A completes the questions in column A only, and partner B completes the questions in column B only. Your answers in each row should match. Work on one row at a time, and check if your answer matches your partner’s before moving on. If you don’t get the same answer, work together to find any mistakes.
Partner A: Write an equivalent equation so that the given condition is true.
Partner B: Write an equivalent equation so that the given condition is true.
The expression on the right side is 0.
The left side is expressed as the sum of two terms.
The left side is a product.
The left side is a product, and the right side is not 0.
The right side is 0.
The right side is 0.
The left side is 0, and there are no parentheses.
The left side is 0.
The equation is quadratic, and the right side is 0.
The left side involves .
One side of the equation has a term with .
One side of the equation has a term with .
The right side is 0, and the left side is a product.
The right side is 0, and the left side is a product.