Find the perpendicular distance of A(6,4) …

Q. Find the Perpendicular Distance Of A(6,4) from the X-axis ????

Shreya Aapne http://clay6.com se  copy toh kar liya lekin Question theek se read naheen kiya......Haina Miss Darshini....

Jaisa kee Aapne likha hai  :- Consider a Point P(x,y) on the coordinate plane Perpendicular distance of the point P(x,y) from the x axis=ordinate of the point P(x,y)=y Perpendicular distance of the point P(x,y) from the y axis=ordinate of the point P(x,y)=x Perpendicular distance from y-axis = x coordinate of the point Given x coordinate of point is 6, Therefore, perpendicular distance of point A(6,4) from y-axis is 6......toh word language toh lagvag theek hai lekin ending galat hai...... I'm also not going to write by myself but, I'll include some of the changes that in my view're necessary.......

Consider a point A(x,y) on the coordinate plane.

Perpendicular distance of the point A(x,y) from the x axis=ordinate of the point A(x,y)=y.     [Since, An ordered pair contains abscissa (value of x) and ordinate (value of y) respectively]

Perpendicular distance of the point A(x,y) from the y axis=abscissa of the point A(x,y)=x. 

Perpendicular distance from x-axis = y coordinate of the point  
Given y coordinate of point is 4,  
Therefore, perpendicular distance of point A(6,4) from x-axis is 4. That's it.... :) Sorry, For showing Off.... But As I've heard that peoples learn from their mistakes, so I hope you too'll do the same..... :) Once again, Sorry....

Consider a Point P(x,y) on the coordinate plane Perpendicular distance of the point P(x,y) from the x axis=ordinate of the point P(x,y)=y Perpendicular distance of the point P(x,y) from the y axis=ordinate of the point P(x,y)=x Perpendicular distance from y-axis = x coordinate of the point Given x coordinate of point is 6, Therefore, perpendicular distance of point A(6,4) from y-axis is 6

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