Question

if the triangles in the ratio 1:2:3: then find the largest traingle
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Answer 1

Answer:

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Answer 2

Answer:

Correct Question :

• If the angles of the triangle are in the ratio 1:2:3. Find the largest angle.

Given:

• Ratio of angles → 1:2:3

Have to Find :

• Largest Angle.

Solution :

As we know the angle sum property of triangle.

Now, let's consider the angles be " 1x " , " 2x " and " 3x " respectively.

Now, According to the Question

Using angle sum property of the triangle.

Sum of all angles → 180°

$\implies$1x + 2x + 3x = 180°

$\implies$ 6x = 180°

$\implies$x = 180/6

$\implies$ x → 30°

⠀⠀$\implies${x = 30°⠀

Now,

Substituting the values, we get :

• Angle 1 = 1x → 1(30) $\implies$ 30°

• Angle 2 = 2x →2(30) $\implies$ 60°

• Angle 3 = 3x → 3(30) $\implies$ 90°

Hence, Angle 3 { 90° } is the largest Angle .