Solve for x given that QRST is a rhombus.

Given :-We have given Rhombus QRSTThe measurement of two sides of rhombus that is ( 6x - 5 ) and ( 4x + 13).To Find :-We have to find the value of x Let's Begin :-

Here, We have

Rhombus QRST

We know that,

All sides of rhombus are equal Opposite sides of rhombus are parallel to each other

Therefore,

From the figure, we can conclude that :-

Hence, The value of x is 9 .

The measurement of the sides of rhombus QRST :-

Length of side QR

Length of side RS

From above we can say that,

All sides of rhombus are equal.Some more properties of rhombus Opposite angles of rhombus are equal Diagonals of rhombus bisect each other at 90°Diagonals of rhombus also bisect the side angles of rhombus Rhombus is a quadrilateral, so the sum of interior angles of rhombus are 360°Whereas, The sum of the adjacent angles of rhombus are 180°.All rhombus are parallelogram but all parallelograms are not rhombus .