PHYSICS MCQs 11th Class Ch No.2 VECTOR & EQUILIBRIUM Online Test No.2

11th Class Physics MCQs 1st Year Chapter No. 2 VECTOR & EQUILIBRIUM Test No. 2, FSc, Grade 11, First Year Multiple Choice Questions, Medical College ( MDCAT ) , ECAT & University Admission Entry Test Exams Online Preparation, Chapter Wise Question Answers Notes in Pdf, Old Board Papers reference with Each Question, All Queries accommodated within 24 Hours. Click here to Contact us for any Query/Question regarding Exams.

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Chapter No. 02  [Test No.2]
1st Year
Multiple Choice Questions
Note : All MCQ’s selected in this test are from OLD F.Sc. board , UHS and PMC(Pakistan Medical Commission) Islamabad Papers.


Grade 11 - Physics - Chapter 2 - VECTORS & EQUILIBRIUM - Test No.2

Grade 11 - Physics - Chapter 2 - VECTORS & EQUILIBRIUM - Test No.2

1 / 59

B . B is equal to: (MTN 2019 GII)

2 / 59

The scalar product of two vectors is maximum when they are

3 / 59

A uniform bar AE of weight 9N is held horizontal by vertical forces. Two additional forces act at A and D. The points A,B,C,D and E are at equal intervals along the bar. At which point must a vertical force of 6N act to keep bar in equilibrium: (UHS 2012)

4 / 59

Both the dot product and cross product of two vectors A and B is zero, when: (LHR 2019 GII)

5 / 59

The dot product of vector A with itself is equal to: (GRW 2019 GII)

6 / 59

Projection of vector B on vector A is:

7 / 59

Torque acting on a body determines its. (AJK 2016)

8 / 59

A force 'F' is acting at point P of a uniform rod capable to rotates about O. What is the torque about O: (UHS 2016)

9 / 59

A body will be in translational equilibrium if (FSD 2010)(DGK 2011)

10 / 59

AB sinθ n-HAT x AB sin&theta n-HAT is (FSD 2017)

11 / 59

The first condition of equilibrium implies that (LHR 2013)(RWP 2014)

12 / 59

Angle between two vectors 3i-HAT + 4j-HAT and 4i-HAT - 3j-HAT is:

13 / 59

If the magnitude of vector A .vector B = 1/2AB then an angle between vector A and vector B is (SGD 2016 GI)(SWL 2018)

14 / 59

(i-HAT x j-HAT) x k-HAT + (j-HAT x j-HAT) x i-HAT will be: (DGK 2018 GII)

15 / 59

If vector F = 2i-HAT+3j-HAT N and vector D = 4i-HAT+4j-HAT m then the work done will be:

16 / 59

Dot product of vector with itself is: (RWP, GRW 2016)

17 / 59

If the magnitudes of scalar and vector project of two vectors are 2√3 and 2 respectively, The angle between vectors is (DGK 2019 GI)

18 / 59

A uniform rod of length 1m with unknown weight W is pivoted at a distance from the edge. It is observed that the system is in equlibrium when a force F1 equal to 1N and force F2 equal to 3N is applied on the system. The weight W and distance X are: (UET 2018)

19 / 59

The component along y - axis is half of the maximum value, for angle θ = _____________ (AJK 2019 GI)

20 / 59

Self dot product of a vector A is (DGK 2019 GII)

21 / 59

If the position vector r and F are in same direction then torque will be (LHR 2015)

22 / 59

Two forces 5N and 10N are acting at "O" and "P" respectively on a uniform meter rod suspended at the position of centre of gravity 50cm. What is the position of 'P' on meter rod? (UHS 2014)

23 / 59

which one of the following is not a vector quantity? (UET 2016)

24 / 59

If cross product of two vectors vector A x vector B points alogn positive z-axis, then the vectors A and B must lie in (SWL 2019 GI)

25 / 59

If vector A x vector B is along y-axis, then vector A and vector B are in: (BWP 2019 GI)

26 / 59

Which combination will cause the largest turning effect about the pivot?(0°ree; < θ < 90°ree;) (UET 2017)

27 / 59

j-HAT x i-HAT= (AJK 2017)

28 / 59

The resultant vector of two unit vectors (mutually perpendicular) has magnitude (AJK 2019 GI)

29 / 59

Cross product of j-HAT x k-HAT is: (FSD 2019 GI)

30 / 59

The counterpart of force for rotational motion is called (RWP 2014)

31 / 59

Angle between the vectos (i-HAT + j-HAT) and (j-HAT +k-HAT) is: (FSD 2019 GII)

32 / 59

The direction of torque can be found by (RWP 2014)

33 / 59

The turning effect of force is called (SGD 20114)

34 / 59

Cross product of j-HAT x k-HAT is: (LHR 2019 GII)

35 / 59

If vector F = (2i-HAT+4j-HAT) N; vector d = (5i-HAT+2j-HAT) m work done is:

36 / 59

The direction of torque is (SGD 2018)

37 / 59

The magnitude of i--HAT x j-HAT is equal to: (BWP 2018 GI)

38 / 59

Torque of force is given by τ = r x F. It has maximum value when r and F are at an angle of (MTN 2012)

39 / 59

if the angle between the two vectors with magnitude 12 and 4 is 60°ree; then their scalar product is (DGK 18)

40 / 59

If we double the moment arm the value of torque becomes: (UHS 2019)

41 / 59

if vector A x vector B = vector O, then angle between the vectors is: (RWP 2017)

42 / 59

An area of parrallelogram formed by A and B two adjacent sides is given as: (FSD 2015)(GRW 2017)

43 / 59

The magnitude of vector product of two non-zero vectors A and B making an angle θ with each other is (FSD 2015)(DGK 2017)

44 / 59

The vector product (A x A) is (SGD 2015)

45 / 59

Reverse process of vector addition? (UET 2010)

46 / 59

Scalar product of force and velocity is: (FSD 2019 GI)

47 / 59

The magnitude of dot and cross product of two vectors are 6√3 and 6 respectively. The angle b/w them will be (RWP 2013)(FSD 2017)

48 / 59

If two non zero vectors vector A and vector B are parallel to each other then: (MTN 2016 GI)

49 / 59

For complete equilibrium: (SWL 2018)

50 / 59

The magnitude of i.(jxk) is equal to: (LHR,AJK,SGD 2018)(LHR 2013, 2015)

51 / 59

A bar of length 'L' pivoted at 'O' is acted by a force 'F' at an angle '&theta' with vertical line. What is the moment of force (UHS 2019)

52 / 59

The corss product of vector A with itself has the magnitude (MTN 2015)

53 / 59

If the body is at rest or rotating with uniform angular velocity, then torque will be (DGK 2011)

54 / 59

Abody is in static equilibrium only when it is (DGK 2010)(BWP 2011)

55 / 59

Magnitude of unit vectors i-HAT x j-HAT is (SWL 2019 GI)

56 / 59

The cross product of k-HAT x j-HAT is equal to (LHR, GRW 2014) (RWP 2015)

57 / 59

The magnitude of dot and cross product of two vectors are equal when angle between them is: (DGK 2015)

58 / 59

The dot product of vector A with itself is equal to (RWP, GRW 2016)

59 / 59

Three vectors A, B and C satisfy the relation vector A . vector B = 0 and vector A . vector C = 0, the vector A is parallel to: (FSD 2019 GI)

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The average score is 37%


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