Magnitude and dot product
Name
Date
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1.
Find a · b for a = (3, -6) and b = (-3, 1).
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2.
Find the magnitude of the vector (5, 12).
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3.
Find the magnitude of the vector (-5, -12).
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4.
Find a · b for a = (-2, 6) and b = (6, -2).
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5.
Find the magnitude of the vector (7, 24).
-
6.
Find a · b for a = (5, 1) and b = (-5, -5).
-
7.
Find a · b for a = (6, -5) and b = (4, 1).
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8.
Find the magnitude of the vector (3, 4).
-
9.
Find a · b for a = (6, -1) and b = (1, -6).
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10.
Find a · b for a = (-2, -3) and b = (1, -2).
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11.
Find a · b for a = (-5, -4) and b = (-5, 6).
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12.
Find a · b for a = (1, -5) and b = (-1, -6).
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13.
Find a · b for a = (-5, -1) and b = (-2, -6).
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14.
Find a · b for a = (0, -1) and b = (1, 2).
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15.
Find a · b for a = (-2, -4) and b = (3, 4).
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16.
Find a · b for a = (2, -4) and b = (-3, -4).
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17.
Find a · b for a = (-2, 6) and b = (4, 0).
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18.
Find a · b for a = (-6, 1) and b = (-2, -6).
-
19.
Find a · b for a = (-4, 2) and b = (-6, -1).
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20.
Find a · b for a = (6, -1) and b = (-4, -4).
Free maths worksheets and practice: rocketdigits.com/learn/magnitude-and-dot-product
Answers: Magnitude and dot product
- -15
- 13
- 13
- -24
- 25
- -30
- 19
- 5
- 12
- 4
- 1
- 29
- 16
- -2
- -22
- 10
- -8
- 6
- 22
- -20
Free maths worksheets and practice: rocketdigits.com/learn/magnitude-and-dot-product