A Finding the Difference of Two Vectors In Excrcises 103 and 104, usc the program in Excreisc 102 to find the difference of the vectors shown in the figure. 103. У 104. 8 125 -(80, 80) '(4, 5) (-20, 70) f(10, 60) 4 (9, 4) 2 (5, 2) (-100, 0) + -50+ 50 ++x 2 4 6 8 IA 105. Graphical Reasoning Consider two forces
A Finding the Difference of Two Vectors In Excrcises 103 and 104, usc the program in Excreisc 102 to find the difference of the vectors shown in the figure. 103. У 104. 8 125 -(80, 80) '(4, 5) (-20, 70) f(10, 60) 4 (9, 4) 2 (5, 2) (-100, 0) + -50+ 50 ++x 2 4 6 8 IA 105. Graphical Reasoning Consider two forces
A Finding the Difference of Two Vectors In Excrcises 103 and 104, usc the program in Excreisc 102 to find the difference of the vectors shown in the figure. 103. У 104. 8 125 -(80, 80) '(4, 5) (-20, 70) f(10, 60) 4 (9, 4) 2 (5, 2) (-100, 0) + -50+ 50 ++x 2 4 6 8 IA 105. Graphical Reasoning Consider two forces
Finding the Difference of Two Vectors In Exercises 103 and 104, use the program in Exercise 102 to find the difference of the vectors shown in the figure.
Transcribed Image Text:A Finding the Difference of Two Vectors In
Excrcises 103 and 104, usc the program in Excreisc 102
to find the difference of the vectors shown in the figure.
103. У
104.
8
125
-(80, 80)
'(4, 5)
(-20, 70)
f(10, 60)
4
(9, 4)
2
(5, 2)
(-100, 0) +
-50+
50
++x
2
4 6 8
IA 105. Graphical Reasoning Consider two forces
Quantities that have magnitude and direction but not position. Some examples of vectors are velocity, displacement, acceleration, and force. They are sometimes called Euclidean or spatial vectors.
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