Question

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$\huge\sf\purple{Question}$

D is a point on side BC of ΔABC such that ∠ABC > ∠ACB and AB > AD. Then, which of the following statement is always true?

A)∠ACB > ∠ADC
B)∠ABC > ∠ADC
C)∠ACB < ∠ADC
D)∠ADB < ∠ABC​

$\sf\bold\pink{explanation \:is \:must}$​

Answer 1

Answer:

Ans is

B) ABC>ADC

D) ADB < ABC

With the information.

BC is the breadth with the Point D in middle.

ABC Angle is always greater than Angle ACB.

Which means that B is greater than C

then its written AB is greater than AD. Which proves that AB is the greatest

So. ABC is always highest.

So, B and D are correct