We are given
In triangle ABC:
AB=24
BC=22
CA=18
In triangle HKG:
HK=12
KG=11
GH=9
now, we can find ratios


now, we can simplify it

we can see that ratios of all sides are equal
we can use SSS method
so, both triangles are similar by SSS
Hence ,
Triangle ABC ~ Triangle HKG by SSS ~ ..........Answer