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Find the equation of the perpendicular bisector of the line joining P(2,-3) to Q(-5,1)
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*** find ******** the ********

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Robert
Robert
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**** 1Find mid ********* -5)/2 *** * **** = **** ******* ** **** ******** ** ************** *** * ******** 3Find gradient of ************* ******** ****** * ******* * *********** 4 **** ******** ** ************* bisector *** point **** *** ** *** perpendicular ***** ** with *** point(-15-1) ***** ** ******* *** ******** -1)/(x * **** * ********* * * (x+15)4y + 4 = 7x + 105 4y= ** * ** ** *** ******** ** perpendicular **********

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** **** the following points:P **** * ****** *** * (x2= ** *** *** ************* ********* ** ***********************perpendicular ** **** ***** ** **** ** find *************** ** **** do **** as ********* We find the x-value ********************* ** **** *** ******* *******************3 ** the ******* ** **************** in attachment)***********Now that ** **** ****** ** **** ** **** *** equation ** the **** **** ** *********** ** find **** ** ***** **** to **** the equation ** **** PQ1 ** we *** *** **************** ** ***** line **************************** ** ************************** ***** *************************** ** **** ** **** ***** ****** *** PQ2 ** find *** ******* * **** by *********** ********************** *********** the * ********* the ***** becomes:****************(equations ** attachment)***************3 To **** the value of********************* **** is:; **************************** ** **************************** *** ******** ** *** ************* ********* *** ****************(equations in **************************

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