A(2,-3),B(-2,1) are opposite vertices of a rhombus.then the equation o

1.	A(2,-3),B(-2,1) are opposite vertices of a rhombus.then the equation of the other diagonal of the rhombus is given by
Answer» Answer: Step-by-step EXPLANATION: equation of one diagonal is (y-1)/(x+2)=(1+3)/(-2-2) (y-1)/(x+2)=-1 y-1=-x-2 x+y+1=0 the other diagonal equation is in a rhombus DIAGONALS are perpendicular to each other so the PRODUCT of SLOPES must be -1. the slope of (1) is -1 and the slope of its perepndiculat be 1 so the other equation is -x-y+1=0

A(2,-3),B(-2,1) are opposite vertices of a rhombus.then the equation of the other diagonal of the rhombus is given by

Answer»

Answer:

Step-by-step EXPLANATION:

equation of one diagonal is

(y-1)/(x+2)=(1+3)/(-2-2)

(y-1)/(x+2)=-1

y-1=-x-2

x+y+1=0

the other diagonal equation is

in a rhombus DIAGONALS are perpendicular to each other

so the PRODUCT of SLOPES must be -1.

the slope of (1) is -1

and the slope of its perepndiculat be 1

so the other equation is -x-y+1=0

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A(2,-3),B(-2,1) are opposite vertices of a rhombus.then the equation of the other diagonal of the rhombus is given by

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