Ontbinden in factoren (1)

Hoofdmenu Eentje per keer 

Ontbind in factoren door gebruik te maken van merkwaardige producten

  1. \(196s^2-364s+169\)
  2. \(b^2-26b+169\)
  3. \(9s^{4}-100\)
  4. \(64q^{12}-121\)
  5. \(b^2-49\)
  6. \(225x^2-169\)
  7. \(100p^{8}-260p^4+169\)
  8. \(64q^2+16q+1\)
  9. \(16x^{10}+56x^5+49\)
  10. \(256p^2-169\)
  11. \(64b^{4}+80b^2y+25y^2\)
  12. \(s^2-81\)

Ontbind in factoren door gebruik te maken van merkwaardige producten

Verbetersleutel

  1. \(196s^2-364s+169=(14s-13)^2\)
  2. \(b^2-26b+169=(b-13)^2\)
  3. \(9s^{4}-100=(3s^2+10)(3s^2-10)\)
  4. \(64q^{12}-121=(8q^6+11)(8q^6-11)\)
  5. \(b^2-49=(b+7)(b-7)\)
  6. \(225x^2-169=(15x+13)(15x-13)\)
  7. \(100p^{8}-260p^4+169=(10p^4-13)^2\)
  8. \(64q^2+16q+1=(8q+1)^2\)
  9. \(16x^{10}+56x^5+49=(4x^5+7)^2\)
  10. \(256p^2-169=(16p+13)(16p-13)\)
  11. \(64b^{4}+80b^2y+25y^2=(8b^2+5y)^2\)
  12. \(s^2-81=(s-9)(s+9)\)
Oefeningengenerator wiskundeoefeningen.be 2026-03-06 17:59:14
Een site van Busleyden Atheneum Mechelen