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!50 POINTS! (2 SIMPLE GEOMETRY QUESTIONS)

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!50 POINTS! (2 SIMPLE GEOMETRY QUESTIONS) QUESTIONS BELOW | | \/-example-1
!50 POINTS! (2 SIMPLE GEOMETRY QUESTIONS) QUESTIONS BELOW | | \/-example-1
!50 POINTS! (2 SIMPLE GEOMETRY QUESTIONS) QUESTIONS BELOW | | \/-example-2

1 Answer

2 votes

Answer:

1st: False

2nd: True

Explanation:

Note:
The similarity ratio of two triangles can only be determined if the corresponding side lengths are in proportion.

If only the angles are given, then there is no way to know the lengths of the sides, and therefore the similarity ratio cannot be determined.

For 1st question:

Sides are not given,

So, the answer is False.

For 2nd question:

Sides are given,


\triangle XYZ \sim \triangle ABG


(XY)/(AB)=(4)/(2)=(2)/(1)


(YZ)/(BG)=(3)/(1.5)=(2)/(1)


(XZ)/(AG)=(5)/(2.5)=(2)/(1)

Since all the sides length are proportional.

So, the answer is True.

User Rillus
by
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