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Decomposition factor 2A & # 178; - 2Ab, 3AB & # 178; + A & # 178; b
2a²-2ab
=2a(a-b)
3ab²+a²b
=ab(3b+a)
We need to extract the common factor here
RELATED INFORMATIONS
- 1. 10ab-3 + 6b-5a = (10ab-5a) - 3 () fill in the brackets
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- 13. The simplification process of the following integral format (2a & # 178; b-5ab) - 2 (- AB-A & # 178; b) is simplified The reduction process of (2a & # 178; b-5ab) - 2 (- AB-A & # 178; b) 1-3 (x-1 / 2Y & # 178;) + (- x + 1 / 2Y & # 178;) reduction process (- X & # 178; y + 3xy-4) + 3 (X & # 178; y-xy + 2) reduction process -1 / 4 (2k & # 179; + 4K & # 178; - 28) + 1 / 2 (K & # 179; - 2K & # 178; + 4K) reduction process 3x & # 178; - (2x & # 178; + 5x-1) - (3x + 1) where x = 10 is the simplification process (xy-3 / 2y-1 / 2) - (xy-3 / 2x + 1) where x = 10 / 3, y = 8 / 3 It will be handed over to the teacher tomorrow
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