Question

in triangle xyz A and B are points on the side xy and xz respectively such that AB parallel to YZ .if AY=2.2 XB=3.3 and XZ=6.6 and then find AX

Answer 1

in ∆XYZ using B.P.T.
we get
$\frac{xa}{ay} = \frac{xb}{bz}$
$\frac{xa}{2.2} = \frac{3.3}{3.3}$
$xa = 2.2$

Answer 2

AX = 2.2

Step-by-step explanation:

Given that,

AY = 2.2 cm

XB = 3.3 cm

XZ = 6.6

Since XB = 3.3 cm,

BZ = XZ - XB

BZ = 6.6 - 3.3

∵ BZ = 3.3 cm

AB ║ YZ

Now,

by using B.P.T., we will find AX:

∵ AY/AX = BZ/BX

⇒ 2.2/AX = 3.3/3.3

∵ AX = 2.2 cm

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