![Screenshot 2025-04-04 224847.png](https://res.cloudinary.com/aptidude/image/upload/v1743787137/aptidude_questions/lfpd29zlet5rgnim5me1.png)

From the figure, what is the value of $$ x $$?

Question

![Screenshot 2025-04-04 224847.png](https://res.cloudinary.com/aptidude/image/upload/v1743787137/aptidude_questions/lfpd29zlet5rgnim5me1.png)

From the figure, what is the value of $$ x $$?

Accepted Answer

In the given triangle $$ 	riangle ABC $$:  
1. The angle at point $$ C $$, denoted as $$ \angle y $$, can be calculated using the property of a straight line:  
   $$ 
   \angle y + 120^\circ = 180^\circ 
   $$  
   $$ 
   \angle y = 180^\circ - 120^\circ = 60^\circ. 
   $$

2. Using the sum of internal angles of a triangle:  
   $$ 
   \angle A + \angle B + \angle C = 180^\circ. 
   $$  
   Substituting the known values:  
   $$ 
   50^\circ + x + 60^\circ = 180^\circ. 
   $$

3. Solve for $$ x $$:  
   $$ 
   x = 180^\circ - (50^\circ + 60^\circ) = 70^\circ. 
   $$

Thus, the value of $$ x $$ is **$$ 70^\circ $$**.

Answer

Answer

Answer