A vector `vecA` makes an angle of `20^@ and vecB` makes an angle of `vec110^@` with the X-axis. The magnitude of these vectors are 3 m and 4 m respectively.Find the resultant

A vector vecA makes an angle of 20^@ and vecB makes an angle of 110^@ with the X-axis. The magnitude of these vectors are 3 m and 4 m respectively.Find the resultant

A vector vec(A) and vec(B) make angles of 20^(@) and 110^(@) respectively with the X-axis. The magnitudes of these vectors are 5m and 12m respectively. Find their resultant vector.

A vector vec(A) and vec(B) make angles of 20^(@) and 110^(@) respectively with the X-axis. The magnitudes of these vectors are 5m and 12m respectively. Find their resultant vector.

A vector vec(A) and vec(B) make angles of 20^(@) and 110^(@) respectively with the X-axis. The magnitudes of these vectors are 5m and 12m respectively. Find their resultant vector.

A vector a makes 30^(@) and b makes 120^(@) angle with the x -axis. The magnitude of these vectors are 3 unit and 4 unit, respectively. The magnitude of resultant vector is

If a vector vecA makes an angle of 60^(@) with respect to the X-axis, then write the two rectangular components of the vector.

Two vectors vecAandvecB of magnitude 5 units and 7 units make an angle 60^(@) with each other. Find the magnitude of the difference vector vecA-vecB and its direction with respect to the vector vecA .

Two vectors vecA and vecB inclined at an angle theta have a resultant vecR which makes an angle alpha with vecA and angle beta with vecB . Let the magnitudes of the vectors vecA, vecB and vecR be represented by A, B and R respectively. Which of the following relations is not correct ?

Two vectors vecA and vecB inclined at an angle theta have a resultant vecR which makes an angle alpha with vecA and angle beta with vecB . Let the magnitudes of the vectors vecA, vecB and vecR be represented by A, B and R respectively. Which of the following relations is not correct ?