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A man walks a distance of 3 units from t...

A man walks a distance of 3 units from the origin towards north-east to reach position A. from there he walks a distance of 4 units towards North west to reach position P. Then position of P in argand plane is

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A man walks a distance of 3 units from the origin towards the north east ( N45^@E) direction.from there he walks a distance of 4 units towards the north west (N45^@W) direction of reach a point P then the position of P in the Argand plane is :

A man walks a distance of 3 units from the origin towards the North-East (N45^0E) direction.From there, he walks a distance of 4 units towards the North-West (N45^0W) direction to reach a point Pdot Then, the position of P in the Argand plane is

A man walks a distance of 3 units from the origin towards the North-East (N45^0E) direction.From there, he walks a distance of 4 units towards the North-West (N45^0W) direction to reach a point Pdot Then, the position of P in the Argand plane is (a) 3e^((ipi)/4)+4i (b) (3-4i)e^((ipi)/4) (4+3i)e^((ipi)/4) (d) (3+4i)e^((ipi)/4)

A man walks a distance of 3 units from the origin towards the North-East (N45^0E) direction.From there, he walks a distance of 4 units towards the North-West (N45^0W) direction to reach a point Pdot Then, the position of P in the Argand plane is 3e^((ipi)/4)+4i (b) (3-4i)e^((ipi)/4) (4+3i)e^((ipi)/4) (d) (3+4i)e^((ipi)/4)

A man walks a distance of 3 units from the origin towards the North-East (N45^0E) direction.From there, he walks a distance of 4 units towards the North-West (N45^0W) direction to reach a point Pdot Then, the position of P in the Argand plane is 3e^((ipi)/4)+4i (b) (3-4i)e^((ipi)/4) (4+3i)e^((ipi)/4) (d) (3+4i)e^((ipi)/4)

In the Cartesian plane, a man starts at origin and walks a distance of 3 units of the north-east direction and reaches a point P. from P, he walks a distance of 4 units in the north-west direction to reach a point Q. construct the parallelogram OPQR with OP and PQ as adjacent sides. let M be the mid-point of PQ.

In the Cartesian plane, a man starts at origin and walks a distance of 3 units of the north-east direction and reaches a point P. from P, he walks a distance of 4 units in the north-west direction to reach a point Q. construct the parallelogram OPQR with OP and PQ as adjacent sides. let M be the mid-point of PQ.