Difference between revisions of "Skill Set 03.1"
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− | ===4. | + | ===4. Add and subtract the vector components.=== |
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− | + | All that's necessary to remember when doing these is to do the x and y components separately. For D+E:<br><br> | |
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+ | 16.2 + -13.7 = '''2.5 m x'''<br> | ||
+ | -3.5 + -4.2 = '''-7.7 m y'''<br><br> | ||
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+ | For E-D:<br><br> | ||
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+ | -13.7 - 16.2 = '''-29.9 m x'''<br> | ||
+ | -4.2 - -3.5 = '''-.7 m y''' | ||
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[[#top | Table of Contents]] | [[#top | Table of Contents]] | ||
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===5. Question=== | ===5. Question=== | ||
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Revision as of 10:14, 12 February 2009
Main Page > IB Physics Skill Sets > Skill Set 03.1
Contents
1. Find the components of the vector.
Since the angle given is the same as the trig angle, we can use 17o in our equations.
32cos(17) = 30.60 m x
32sin(17) = 9.356 m y
2. Find the components of the vector.
Converting the 23o angle to a trig angle is done by subtracting it by 360, since the angle is just below the 0 or 360o line. Using our new angle, 337o, we can solve for the components.
15cos(337) = 13.81 m x
15sin(337) = -5.861 m y
3. Convert 13.2 m/s x + 5.70 m/s y into an angle magnitude vector.
To get the angle:
tan-1(5.7/13.2) = 23.4o
To get the magnitude:
a2 + b2 = c2
5.72 + 13.2 2 = c2
c = 14.4 m
14.4 m @ 23.4o
4. Add and subtract the vector components.
All that's necessary to remember when doing these is to do the x and y components separately. For D+E:
16.2 + -13.7 = 2.5 m x
-3.5 + -4.2 = -7.7 m y
For E-D:
-13.7 - 16.2 = -29.9 m x
-4.2 - -3.5 = -.7 m y
5. Question
Solution goes here