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FromTheMoon
[43]
3 years ago
5
Factor 64 - x2. a. (8 - x)(8 - x) b. (8 + x)(8 - x) c. (x + 8)(x - 8)
Mathematics
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2
answers:
coldgirl
[10]
3 years ago
8
0
The function 64 - x2 can be patterned from the special factoring (a2 - b2) where the factors of the terms are equal to (a + b) ( a - b). In this case, as we follow, 64 - x2 is equal to (8 - x) * (8 + x). Hence answer to this problem should be B
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Genrish500
[490]
3 years ago
7
0
Answer: 64 - x² = (8 - x)(8 + x)
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