Question

In Rhombus PQRS, PQ = 3x cm, QR = 2(x+3) cm. What is each side of Rhombus.​

Answer 1

As we know each side of a rhombus is equal. Therefore the following sides 3x = 2(x+3). Therefore 3x=2x+6.

Answer 2

${ \huge{ \fcolorbox{black}{cyan}{AnsWer}}}$

Step-by-step explanation:

As we know, In a rhombus all sides are equal

so, PQ=QR=RS=SP

∴ PQ=QR

${ \huge{3x−7=x+3}}$

${ \huge{3x−x=3+7}}$

${ \huge{2x=10}}$

${ \huge{x=5}}$

PS= x+ 3 = 5 + 3 = 8cm

${ \huge{ - 8 \: cm}}$