magnitudeof (1,0)magnitudeof (5, 12)two oppositevectors addedtogether equalthe zerovectorscalarmultiple of(2,3) by 0is ?magnitudeof (10,0)(2,0)+(-2,0)Two vectorswith the samelength butdifferentdirections areequalwhat is theresult ofadding two ormore vectorscalledThe zerovector hasnodirectionvectors can bemoved parallelto themselveswithoutchanging theirpropertieswhat is thedifferencebetween ascalar and avectorthe vector(0,0) iscalledthe?vectoraddition iscommutativevectorsmustalways startat the originThe resultantvector is thesum of twovectors.The dotproduct of twoperpendicularvectors iszeromagnitudeof (6,8)?scalarmultiplicationcan changethe directionof a vectorvectorcomponentsare alwaysperpendicularmagnitudeof (3,4)?A+B =B+AThe magnitudeof a vector isalways positiveor zeroa vector hasbothmagnitudeand directionmagnitudeof (1,1)multiplying avector by ascalar canchange itsdirectionunit vectorshavemagnitude1what is thedirectionof avector?Additionof twooppositevectorsthe positionvector pointsfrom the originto a point inspaceparallelvectorsalways havethe samemagnitudethe anglebetween twoidenticalvectors is ?vector additioncan bevisualized byplacing vectorshead to tailmagnitudeof (0, -6)The anglebetween twoperpendicularvectorsvectorsubtractioniscommutativemagnitudeof (0,0)(3,0)+(-1,4)magnitudeof (1,0)magnitudeof (5, 12)two oppositevectors addedtogether equalthe zerovectorscalarmultiple of(2,3) by 0is ?magnitudeof (10,0)(2,0)+(-2,0)Two vectorswith the samelength butdifferentdirections areequalwhat is theresult ofadding two ormore vectorscalledThe zerovector hasnodirectionvectors can bemoved parallelto themselveswithoutchanging theirpropertieswhat is thedifferencebetween ascalar and avectorthe vector(0,0) iscalledthe?vectoraddition iscommutativevectorsmustalways startat the originThe resultantvector is thesum of twovectors.The dotproduct of twoperpendicularvectors iszeromagnitudeof (6,8)?scalarmultiplicationcan changethe directionof a vectorvectorcomponentsare alwaysperpendicularmagnitudeof (3,4)?A+B =B+AThe magnitudeof a vector isalways positiveor zeroa vector hasbothmagnitudeand directionmagnitudeof (1,1)multiplying avector by ascalar canchange itsdirectionunit vectorshavemagnitude1what is thedirectionof avector?Additionof twooppositevectorsthe positionvector pointsfrom the originto a point inspaceparallelvectorsalways havethe samemagnitudethe anglebetween twoidenticalvectors is ?vector additioncan bevisualized byplacing vectorshead to tailmagnitudeof (0, -6)The anglebetween twoperpendicularvectorsvectorsubtractioniscommutativemagnitudeof (0,0)(3,0)+(-1,4)

Vectors - Call List

(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.


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  1. magnitude of (1,0)
  2. magnitude of (5, 12)
  3. two opposite vectors added together equal the zero vector
  4. scalar multiple of (2,3) by 0 is ?
  5. magnitude of (10,0)
  6. (2,0)+(-2,0)
  7. Two vectors with the same length but different directions are equal
  8. what is the result of adding two or more vectors called
  9. The zero vector has no direction
  10. vectors can be moved parallel to themselves without changing their properties
  11. what is the difference between a scalar and a vector
  12. the vector (0,0) is called the?
  13. vector addition is commutative
  14. vectors must always start at the origin
  15. The resultant vector is the sum of two vectors.
  16. The dot product of two perpendicular vectors is zero
  17. magnitude of (6,8)?
  18. scalar multiplication can change the direction of a vector
  19. vector components are always perpendicular
  20. magnitude of (3,4)?
  21. A+B = B+A
  22. The magnitude of a vector is always positive or zero
  23. a vector has both magnitude and direction
  24. magnitude of (1,1)
  25. multiplying a vector by a scalar can change its direction
  26. unit vectors have magnitude 1
  27. what is the direction of a vector?
  28. Addition of two opposite vectors
  29. the position vector points from the origin to a point in space
  30. parallel vectors always have the same magnitude
  31. the angle between two identical vectors is ?
  32. vector addition can be visualized by placing vectors head to tail
  33. magnitude of (0, -6)
  34. The angle between two perpendicular vectors
  35. vector subtraction is commutative
  36. magnitude of (0,0)
  37. (3,0)+(-1,4)