Triangle abc has vertices at a(3, 8) , b(11, 8) , and c(7, 12) .

triangle fgh has vertices at f(8, 4) , g(16, 4) , and h(12, 8) .

which sequence of transformations shows that triangle abc and triangle fgh are congruent?

select each correct answer.

translate triangle abc down 4 units then translate triangle abc left 5 units.

translate triangle abc down 4 units then translate triangle abc right 5 units.

translate triangle fgh up 4 units then translate triangle fgh left 5 units.

translate triangle fgh down 4 units then translate triangle fgh left 5 units.

Option 2 and 3 are correct.

Step-by-step explanation:

Triangle ABC has vertices at A(3, 8) , B(11, 8) , and C(7, 12) .

Triangle FGH has vertices at F(8, 4) , G(16, 4) , and H(12, 8) .

ΔABC ≅ ΔFGH

For congruence , Translation of all three coordinate must be same.

Here x change 3 to 8 and y change 8 to 4

Point A shift 5 unit right  and 4 unit down to get point F

Here x change 11 to 16 and y change 8 to 4

Point B shift 5 unit right  and 4 unit down to get point G

Here x change 7 to 12 and y change 12 to 8

Point C shift 5 unit right  and 4 unit down to get point H

In all three coordinate from ABC to FGH translation is same "5 unit right  and 4 unit down"

True option: -

oof

step-by-step explanation:

2

step-by-step explanation: