If a heat parallel to one next of a triangle intersects the various other two political parties of the triangle, then the heat divides these two sides proportionally.
If D E ¯ ∥ B C ¯ , climate A D D B = A E E C .
uncover the worth of x .
The present Q R ¯ and also S T ¯ space parallel.
Therefore, by the Triangle Proportionality Theorem,
ns S Q S = ns T R T
substitute the values and solve for x .
6 2 = 9 x
6 x = 18
division both sides by 6 .
6 x 6 = 18 6 x = 3
The value of x is 3 .
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