

Complete the square - Grade 10
Presentation
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•
Practice Problem
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Hard
Aya Hossa
Used 2+ times
FREE Resource
5 Slides • 7 Questions
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The extra example can be written in example #2's box also
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https://annotate.net/user/Jessica-Betts/clips/Completing-the-Square-preview
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6
Multiple Choice
Step 1: Is our a=1?
yes, so we are finished with this step
No, we have to divide the whole equation by that number.
7
Multiple Choice
Step 2: Move the constant to the other side of the equation. What does the result look like:
x2+6x + =7
x2+6x =−7
x2+6x −7 = 7
x2 =−6x+7
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Multiple Choice
Step 3: We find the value that would complete the perfect square binomial
(2b)2+9
-9
+36
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9
Multiple Choice
Step 4: Add that value to both sides of the equation. What would that look like?
x2+6x+9=16
x2+6x+9=7
x2+6x +9 = −2
x2+6x−9=−2
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Fill in the Blanks
Step 5: Factor the perfect square trinomial. Type in the factors as the binomial squared. Use CMD and the . key to type an exponent or use Shift and 6
Type answer...
11
Multiple Choice
Step 6: Part a: Take the square root of both sides. What does that look like:
x+3=±4
x+3=4
x+3=±16
x+3=16
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Multiple Select
Step 6 part b: Split that equation into two equations, one for the positve number and one for the negative and solve them both. Select your answers below.
x=1
x= -7
x = -1
x = 7
​

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