in the figure if m m1 = m1 m2 = m2 m3 = m3 m4 then find the ratio in which k divides m n

Answers
Answer:
3:1
Step-by-step explanation:
∆MM3K ~ ∆MM4N
(triangle similarity)
because,
in ∆MM3K and ∆MM4N
angle M = angle M
(common)
angle M3 = angle M4
( M3k || M4N )
then,
angle K = angle N
(If two angles are
equal in two
triangles then the
third
angle in the
triangle
will also be equal.)
then by AAA rule,
∆MM3K~∆MM4N
so,
the ratios of matching side are
the same value.
MM3/MM4 = MK/MN
3/1 = MK/MN
so ratio in which k divides mn
is
3:1
Answer:
3:1
Step-by-step explanation: