Upcoming SlideShare
×

Jee2103 phy02 1tu_problems_for_circulation

337 views

Published on

test

Published in: Technology, Art & Photos
0 Likes
Statistics
Notes
• Full Name
Comment goes here.

Are you sure you want to Yes No
• Be the first to comment

• Be the first to like this

Views
Total views
337
On SlideShare
0
From Embeds
0
Number of Embeds
4
Actions
Shares
0
0
0
Likes
0
Embeds 0
No embeds

No notes for slide

Jee2103 phy02 1tu_problems_for_circulation

1. 1. JEE2103PHY02_1TU TUTORIAL PROBLEMSPropertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
2. 2. Q1. A particle initially at point moves finally to the point . Write the initial position vector, final position vector and displacement vector of the particle.Propertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
3. 3. Q2: A particle has the following displacements in succession: a) towards east. b) towards north. c) And vertically upwards. Find the magnitude of the resultant displacement. N EPropertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
4. 4. Q3. Determine a vector which when added to the resultant of and gives unit vector along negativePropertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
5. 5. Q4. If vectors , , and are coplanar, then find the value ofPropertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
6. 6. Q5. Two forces of and are acting at a point at an angle of with each other. Find out the magnitude and the direction of their resultant force.Propertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
7. 7. Q6. Two forces of equal magnitudes are acting at a point. The magnitude of their resultant is equal to magnitude of the either. Find the angle between the force vectors.Propertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
8. 8. Q7. The and components of vector are and , respectively. The and components of vector are and respectively. Calculate for the vector the followings: a) Its and components. b) Its length, assuming that and lie in . c) And the angle it makes with thePropertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
9. 9. Q8. If two vectors and be inclined at an angle of to each other, then determine the direction and magnitude of their resultant.Propertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
10. 10. Q9. Find a unit vector along and opposite to the vector .Propertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
11. 11. Q10. a) Is the vector ( ) a unit vector? Justify your answer. b) Can a unit vector have any rectangular component with a magnitude greater than unity? Justify your answer. c) If ), where is a constant, determine the value of that makes a unit vector.Propertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private
12. 12. Q11. Resolve the vector along the directions of and and write down the resolved components.Propertyof ClearConceptsProperty of ClearConcepts For Private Circulation Only Circulation Only For Private