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Solve It! How can you use pieces like these to form a square with side length x + 3 (and no overlapping pieces)?
HINT: Here is an example that uses the same pieces to form a square with side length x + 2.
Many response options:
Show a sketch of your solution on the canvas. Use bright contrasting colors.
You may also create a copy of this Google Drawing and use it for your model. Then, upload or paste a screenshot to the canvas.
You may also use the virtual algebra tiles at Polypad, screenshot your work, and upload or paste it to the canvas.
You may ask your teacher for real algebra tiles, arrange them, take a photo, and upload that to the canvas.
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Take Note: Summarize the process of solving an equation that shows a perfect square trinomial equal to a constant.
NOTE: This is a "free response" Formative item. You can include a variety of media in your response.

Problem 1 Got It?

Problem 1 Got It?
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Problem 2 Got It? The lengths of the sides of a rectangular window have the ratio 1.6 to 1. The area of the window is 2822.4 in.Β². What are the window dimensions?
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Problem 3 Got It?
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Take Note: Summarize the process of completing the square.
NOTE: This is a "free response" Formative item. You can include a variety of media in your response.
Problem 4 Got It? What value completes the square for the expression?
Problem 4 Got It: Reasoning: Is it possible for more than one value to complete the square for an expression? Explain.
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Take Note: Place the steps for solving an equation by completing the square in the correct order.
Solve for x.
Complete the square by adding (
Rewrite the equation in the form
Find square roots.
Factor the trinomial.

Problem 5 Got It?
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Take Note: Summarize the process of completing the square to rewrite a quadratic function in vertex form.
NOTE: This is a "free response" Formative item.

Problem 6 Got It?

π§ Retrieval Practice:
Summarize the mathematical content of this lesson. What topics, ideas, and vocabulary were introduced?