Solve this:

Solve this: subtract g." RESOLUTION OV VECTORS Figure OA in angle with the and with Y-axis AC A to X and Y 0B in the on X-axis. Similarly OC is the project-im of Y-axis. According to Of we a into OX Other along OY. The Of the part along OX is OB— a cosu and the of • a If and vectors of unit magnitude along OX and respectively, we get so that 0B a i and OC 2 a 2.8 If the vector a is not in the X.Y plane, it may have nonzero projections along XYZ axes and we can it into three parts i.e., along the Y and Z axe. If g, 9, the angles made by the vector a three axes we get . (2.3) a a i a + a COST k where i, j and are the unit vectors along X. Y and Z axes respectively. ne magnitude (a cosa) is called the component of a along X-axis, (a cosß) is called the component along Y-axis and (a cosl) is called the compnent along Z—axis. In general, the component of y«tcr a along a direction making an angle 6 with it We can us h If au the components This is the of magnit resultant 2.7

Dear Student,

Your question seems to be unclear, as you have not mentioned your query. So, I am assuming that you want explanation for the topic- 'Resolution of Vectors'. If you still have any doubts regarding this topic, then we request you to please repost your question with complete information regarding it. So, that our experts can help you in a better way.

The splitting of a vector into rectangular components is called resolution of vector. We can obtain these components by projecting the vector on the axes of a rectangular coordinate system.

 

Here  rectangular components of vector a are along OP and OQ.

Hope this information clears your doubts about the topic.

Keep asking!!

Regards

  • 0
What are you looking for?