The rain is falling vertically with a speed of 15 ms-1. The wind started blowing after some time with a speed of 20 ms-1 in the east-west direction. What is the magnitude of the resultant velocity?

  1. 35 m/s
  2. 20 m/s
  3. 15 m/s
  4. 25 m/s

Answer (Detailed Solution Below)

Option 4 : 25 m/s
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CONCEPT:

  • The rain man problem is based on the triangle or parallelogram law of vector addition.

Triangle law of vector addition:

  •  If two vectors can be represented both in magnitude and direction by the two sides of a triangle taken in the same order, then their resultant is represented completely, both in magnitude and direction, by the third side of the triangle taken in the opposite order"
  • Vectors can be added geometrically by the vector law of addition.

Vector Law of Addition:

The resultant R is given as 

R= 

CALCULATION:

The velocity of rain,   =  = 15 ms-1 (vertically downward)

The velocity of wind,  =  = 20 ms-1 (East to West)

 ​

According to triangle Law of Vector Addition:

The resultant R is given as 

R =  =   the angle between  and   is cos90° (cos90 = 0) 

 = 25 ms-1 

  • Hence the magnitude of the resultant velocity  is 25 ms-1 

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