Question

help help

Answer 1

Can you prove that DEF ~ HGF? Justify your answer.

A.
Yes, the triangles are congruent by SAS.
B.
Yes, the triangles are congruent by SSS.
C.
Yes, the triangles are congruent by SSA.
D.
No, not enough information is given.

Answer 2

do you see any sides or angles given as congruent ?

Answer 3

DE ~ GH

Answer 4

huh ?
thats the only side NOT given as congruent!

Answer 5

nop

Answer 6

very bad luck lol :P

Answer 7

so which are the sides given as congruent ?

Answer 8

you can also answer, 'How many sides are already given as congruent?'

Answer 9

E G

Answer 10

those are angles right ?

Answer 11

lol idk

Answer 12

use this :
if two sides have same number of `dash` marks, then they're congruent/equal.

Answer 13

you need to knw how to interpret `dash` language

Answer 14

they are congruent but idk if there SSS,SAS,SSA

Answer 15

i think is SSS

Answer 16

SSS means all 3 sides are equal
but here its given that only 2 sides are equal

Answer 17

the pair of sides with same `dashes` on them

Answer 18

so whats SSA and SAS

Answer 19

look at their included angles
do you know about vertically opposite angles ?

Answer 20

a and b are vertically opposite angles, and hence they are equal

Answer 21

in same way
angle EFD and angle HFG are vertically opposite angles and they will be equal

Answer 22

SAS

Answer 23

so 2 sides and an included angle in between,
gives
side - angle -side
SAS
yes.

Answer 24

also there is no test like SSA at all

Answer 25

lol thanks

Answer 26

welcome :)