If ` vecalpha=3 hat i+4 hat j+5 hat k\ a n d\ vecbeta=2 hat i+ hat j-4 hat k ,` then express ` vecbeta` in the form of ` vecbeta= vecbeta_1+ vecbeta_2w h e r e\ vecbeta_1` is parallel to ` vecalpha\ a n d\ vecbeta_2` is perpendicular to ` vecalphadot`

If with reference to a right handed system of mutually perpendicular unit vectors hat i ,\ hat j ,\ hat k we have vecalpha=3 hat i- hat j ,\ a n d\ vecbeta=2 hat i+ hat j-3 hat kdot Express vecbeta in the form vecbeta= vecbeta_1+ vecbeta_2,\ w h e r e\ vecbeta_1 is parallel to vecalpha\ a n d\ vecbeta_2 is perpendicular to vecalphadot

If vecalpha=3 hat i+4 hat j+5 hat k and vecbeta=2 hat i+ hat j-4 hat k , then express vecbeta in the form of vecbeta= vecbeta_1+ vecbeta_2, where vecbeta_1 is parallel to vecalpha and vecbeta_2 is perpendicular to vecalpha .

If with reference to the right handed system of mutually perpendicular unit vectors hat i , hat j and hat k , vecalpha=3 hat i- hat j , vecbeta=2 hat i+ hat j-3 hat k , then express vecbeta in the from vecbeta=vecbeta_1+ vecbeta_2 , where vecbeta_1 is parallel to vecalpha and vecbeta_2 is perpendicular to vecalpha

If vecalpha=3 hat i+4 hat j+5 hat k and vecbeta=2 hat i+ hat j-\ 4 hat k , then express vecbeta in the form vecbeta_1+ vecbeta_2, where vecbeta_1\ is parallel to vecalpha and vecbeta is perpendicular to vecalpha .

If vecalpha=3hati+4hatj+5hatk and vecbeta=2hati+hatj-4hatk , then express vecbeta in the form vecbeta=vec(beta_1)+vec(beta_2) , where vec(beta_1) is parallel to vecalpha and vec(beta_2) is perpendicular to vecalpha .

If with reference to the right handed system of mutually perpendicular unit vectors hati,hatjandhatk,,vecalpha=3hati-hatj,vecbeta=2hati+hatj-3hatk , then express vecbeta in the form vecbeta=vecbeta_(1)+vecbeta_(2) , where vecbeta_(1) is parallel to vecalphaandvecbeta_(2) is perpendicular to vecalpha .

If with reference to the right handed system of mutually perpendicular unit vectors hati,hatjandhatk,,vecalpha=3hati-hatj,vecbeta=2hati+hatj-3hatk , then express vecbeta in the form vecbeta=vecbeta_(1)+vecbeta_(2) , where vecbeta_(1) is parallel to vecalphaandvecbeta_(2) is perpendicular to vecalpha .

If with reference to the right handed system of mutually perpendicular unit vectors hati,hatjandhatk,,vecalpha=3hati-hatj,vecbeta=2hati+hatj-3hatk , then express vecbeta in the form vecbeta=vecbeta_(1)+vecbeta_(2) , where vecbeta_(1) is parallel to vecalphaandvecbeta_(2) is perpendicular to vecalpha .

If veca=3hati+4hatj+5hatk and vecbeta =2hati+hatj-4hatk , then express vecbeta=vecbeta_1+vecbeta_2 such that vecbeta_1||vecalpha and vecbeta_2botvecalpha .