Is △fhk similar to △ghj? if so, which postulate or theorem proves these two triangles are similar? responses ​△fhk​ ​ is similar to ​ ​△ghj​ ​ by the ​ ​sss similarity theorem​. ​, , triangle f h k, ​, , ​, is similar to , ​, , ​, triangle g h j, ​, , ​, by the , ​, , ​, s s s similarity theorem, ​, . ​△fhk​ ​ is similar to ​ ​△ghj​ ​ by the ​ssa similarity theorem​. ​, , triangle f h k, ​, , ​, is similar to , ​, , ​, triangle g h j, ​, , ​, by the , ​, s s a similarity theorem, ​, . ​△fhk​ ​ is similar to ​ ​△ghj​ ​ by the ​ ​ ​sas similarity theorem. ​, , triangle f h k, ​, , ​, is similar to , ​, , ​, triangle g h j, ​, , ​, by the , ​, , ​, , ​, s a s theorem, , . ​△fhk​ ​ is not similar to ​ ​△ghj​​.