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Your answer
What must be the value of the leading coefficient whenever completing the square? *
(Meaning, what must the coefficient "a" that's in front of x², be equal to?)
1 point
Your answer
What is the following step in each of the completing the squares problems below?
x² + 14x – 15 = 0 *
1 point
x² + 6x = –8 *
1 point
Please solve by completing the square:
x² − 12x + 11 = 0 *
1 point
a² − 10a + 26 = 8 *
1 point
2x² = –6 + 8x *
Hint: First reorder equation, then divide the GCF before completing the square.