Question

- Aircraft ( P ) takes off at ( A ) with a velocity ( v_{0} ) of ( 250 mathrm{kmh} ) and climbs in the vertical ( y^{prime} ) - ( z^{prime} ) plane at the constant ( 15^{circ} ) angle with an acceleration along its flight path of ( 0.8 mathrm{~m} / mathrm{s}^{2} ).- Flight progress is monitored by radar at point ( O ). Resolve the velocity of ( P ) into cylindrical-coordinate components 60 seconds after takeoff and find ( r^{prime}, theta ), and ( z ) for that instant.Hint: Use cylindrical coordinate system- ( boldsymbol{v}=dot{r} mathbf{e}_{r}+r dot{theta} mathbf{e}_{theta}+dot{z} mathbf{k} )21

          - Aircraft ( P ) takes off at ( A ) with a velocity ( v_{0} ) of ( 250 mathrm{kmh} ) and climbs in the vertical ( y^{prime} ) - ( z^{prime} ) plane at the constant ( 15^{circ} ) angle with an acceleration along its flight path of ( 0.8 mathrm{~m} / mathrm{s}^{2} ).- Flight progress is monitored by radar at point ( O ). Resolve the velocity of ( P ) into cylindrical-coordinate components 60 seconds after takeoff and find ( r^{prime}, theta ), and ( z ) for that instant.Hint: Use cylindrical coordinate system- ( boldsymbol{v}=dot{r} mathbf{e}_{r}+r dot{theta} mathbf{e}_{theta}+dot{z} mathbf{k} )21

aircraft p takes off at a with a velocity v0 of 250 mathrmkmh and climbs in the vertical yprime zprime plane at the constant 15circ angle with an acceleration along its flight path of 08 mathrmm mat

Added by Saurabh R.

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