Question

in the adjoining figure what the towing statements is true?
AB=BD
AC=CD
BC=CD
AD<CD​

Answer 1

the statement which is true is

AC = CD

In Simple language ⬇️

This is because the given triangle is 30° 60° 90° .

The bisector from 60° intersect on side BD.

since D is already 30° one pf the angle of bisector is also 30°. By property of isosceles triangle theorem Side AC = side CD.

In Complicated Mathematics language⬇️

• "Side opposite to congruent angles are congruent." ....{DAC = ACD = 30°}

Answer 2

Step-by-step explanation:

AC= CD

hope it's helpful