Question

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

Answer 1

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 2

Answer:

3:1

Step-by-step explanation: