Is 5 m/s a vector.
What is the addition of the vectors V = (-2 ,5) and W = (7 , 9).
VW = (5, 14)
VW = ( 9 ,14)
VW = ( 5, 4)
VW = (9 ,5)
What happens when we multiply vector U = ( -3, 4) by scalar 5?
U = ( 5, ,5)
U = (-3,4)
U = ( -15, 20)
U = ( 15, 20)
What is the subtraction of vectors U = (-7, -3) and W = ( 5, -2)?
UW = ( -2, -5)
UW = ( 12, 1)
UW = (2, 5)
UW = (-12, -1)
What is the magnitude of the vector ( -1, -6)?
sqrt (36 ) = 6.
sqrt (37 )
sqrt ( -7)
sqrt ( 7)
If a = (-1, 2) and b = (-2,-3), and if c = -a + 3b, what is vector c?
c = (-3, 1)
c = ( 3, 1)
c = ( -1, 5)
c = (-5, 11)
If v ⃗ = (-2, 5), what is the magnitude and direction of v? Hint: For part 2, remember which quadrant the vector lies in.
Magnitude is √29 , and direction is 261.8°
Magnitude is √7 , and direction is 61.8°
Magnitude is √3 , and direction is 21.3°
Magnitude is √27 , and direction is 61.8°
Is -2 inches a vector?
When two vectors are perpendicular (right angles) to each other the dot product is zero?
Find the dot product of vectors v and w. Use the following diagram to answer the question. Round your answer to the nearest hundredth.
25.384°
20.433°
28.432°
22.273°