In parallelogram RSTV, diagonals RT and VS intersect at Q. If RQ = 5x

1.	In parallelogram RSTV, diagonals RT and VS intersect at Q. If RQ = 5x + 10 , QT = 20 and QS = 3x+y and QV = 30 . Find x and y
Answer» Answer: x=2 and y=24 Step-by-step explanation: DIAGONALS of a parallelogram bisect eachother thus, RT and VS bisect eachother therefore, RQ=QT and QS = QV thus, 5x+10=20 or, x= 2 and, 3x+y=30 or, 6+y=30 or, y= 24 thus x=2 and y=24 *BRAINLIEST* ANSWER** Mark my answer as BRAINLIEST

In parallelogram RSTV, diagonals RT and VS intersect at Q. If RQ = 5x + 10 , QT = 20 and QS = 3x+y and QV = 30 . Find x and y

Answer»

Answer:

x=2 and y=24

Step-by-step explanation:

DIAGONALS of a parallelogram bisect eachother thus,

RT and VS bisect eachother

therefore, RQ=QT and QS = QV

thus,

5x+10=20

or, x= 2

and,

3x+y=30

or, 6+y=30

or, y= 24

thus x=2 and y=24

BRAINLIEST ANSWER

Mark my answer as BRAINLIEST