Give a answer quickly
Attachments:
Answers
Answered by
2
As we know diagonals of parallelogram bisect each other
So mid point of AC = mid point of BD
A( -2,-1) B ( a,0) C( 4,b) D ( 1,2)
( -2 +4)/2, ( -1 + b)/2 = ( a+1)/2, ( 0+2)/2
Compare
2/2 = a+1/2
a+1 = 2
a= 1
and
y coordinate
-1 + b)/2 = 2/2 = 1
-1 + b= 2
b= 3
So mid point of AC = mid point of BD
A( -2,-1) B ( a,0) C( 4,b) D ( 1,2)
( -2 +4)/2, ( -1 + b)/2 = ( a+1)/2, ( 0+2)/2
Compare
2/2 = a+1/2
a+1 = 2
a= 1
and
y coordinate
-1 + b)/2 = 2/2 = 1
-1 + b= 2
b= 3
Similar questions