Two forces A and B have a resultant R1. If B is doubled, the new resultant R2 is perpendicular to A. Then
1. R1=A
2. R1=B
3. R2=A
4. R2=B
The value of unit vector in the direction of vector A=5 , is -
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The linear velocity of a rotating body is given by , where is the angular velocity and r is the radius vector. The angular velocity of a body, and their radius vector is will be:
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The vector having a magnitude of 10 and perpendicular to the vector is-
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If a, b and c are three non-zero vectors such that , then the value of will be:
1. | Less than zero | 2. | equal to zero |
3. | greater than zero | 4. | 3 |
The angle made by the vector with y-axis is:
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\overrightarrow A and \overrightarrow {B} are two vectors given by \overrightarrow {A}= 2\hat i + 3\hat j and \overrightarrow {B}= \hat i + \hat j. The component of \overrightarrow A parallel to \overrightarrow B is:
1. \frac{(2\hat i -\hat j)}{2}
2. \frac{5}{2}(\hat i - \hat j)
3. \frac{5}{2}(\hat i + \hat j)
4. \frac{(3\hat i -2\hat j)}{2}
If and then magnitude and direction of will be
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