without changing the direction of co ordinate axes,origin is transferred

[sumit saurav]

without changing the direction of co ordinate axes,origin is transferred linear term


without changing the direction of co ordinate axes,origin is transferred to (h,k) so that the linear (one degree ) terms are eliminated. then the point (h,k) is:

a) (3,2)
b)(-3,2)
c) (2,-3)
d)(2,3)

 

[Quaid]

without changing the direction of co ordinate axes,origin is transferred to (h,k) so that the linear (one degree ) terms are eliminated. then the point (h,k) is:

a) (3,2)
b)(-3,2)
c) (2,-3)
d)(2,3)

Hi. Do you know what linear terms they are talking about (in red)?

(This post seems like an incomplete exercise statement, to me.)

Please provide any additional information that you may have. Cheers :cool:

 

[sumit saurav]

thats my problem also but its the complete question