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Factorize 8! — 5(7!) A.

  1. Key: logx= log base x1. Prove that: (logx64 +logx4 -logx8)/(logx1024) =1/2 2.factorize by grouping r^2s^2+3t^2+r^2t^2+3s^2
  2. Factorize 8! — 5(7!)A. 4! 7! B. 3 — 7! C. 4 x 7! D. 3! x 7!
  3. factorize :x2-2X+xy-2y
  4. factorize: 2a(2a-b) + (2a-b)-8
  5. Factorize(x+1)(x+2)(x+3)(x+6)-3x^2
  6. Factorize:3a(3a-2b)+b^2-c^2
  7. Factorize:a^2 -1 + 2b - b^2
  8. Factorize :3x^2+3tx-xyt-t^2y
  9. Factorize 2x2^+8x-10=0
  10. How can i factorize this?8x^3+1