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Q8 of 49 Page 13

In Δ LMN, ray MT bisects ∠ LMN If LM = 6, MN = 10, TN = 8, then find LT.

Theorem: The bisector of an angle of a triangle divides the side opposite to the angle in the ratio of the remaining sides.

⇒


⇒ LT =


⇒ LT =


⇒ LT = 4.8


More from this chapter

All 49 →
6

Find QP using given information in the figure.

7

In figure 1.41, if AB || CD || FE then find x and AE.

9

In Δ ABC, seg BD bisects ∠ ABC. If AB = x, BC = x + 5, AD = x – 2, DC = x + 2, then find the value of x.

10

In the figure 1.44, X is any point in the interior of triangle. Point X is joined to vertices of triangle. Seg PQ || seg DE, seg QR || seg EF. Fill in the blanks to prove that, seg PR || seg DF.


Proof : IN



(Basic proportionality theorem)


In



(converse of basic proportionality theorem)

Questions · 49
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