Question

35.
In the above figure, DEF is a triangle whose side
DF is produced to G. HF and HD are the bisec-
tors of EFG and EDG, respectively. If DEF
= 23, then DHF (in degrees)​

Answer 1

Answer:

Step-by-step explanation:

{ H } \) In the above figure, \( D E F \) is a triangle whose side \( D F \) is produced to \( G . H F \) and \( H D \) are the bisec- tors of \( \angle E F G \) and \( \angle E D G , \) respectively. If \( \angle D E F \) \( = 23 \frac { 1 } { 2 } \circ , \) then \( \angle D H F \) (in degrees) \( = \) ... If ∠DEF =2321​∘, then ∠DHF (in degrees) =.

Answer 2

Answer:

hyy here is your answer