Question

if the sides of a triangle are in the ratio 1 is to 3 is to 2 then the angles are in the ratio​

Answer 1

Answer:

Let x stand for the measure of angle 1. Then. 2x for angle 2 and finally 3 x for angle 3.

So, x + 2x + 3x = 180

and 6x = 180

Therefore, x = 30, 2x = 60 and 3x = 90.

Answer 2

☆━━━━CORRECT QUESTION━━━━☆

If the angles of a triangle are in the ratio 1: 3:2 then find the angles of triangle

꧁SOLUTION꧂

✧♥༻༺♥✧

☆GIVEN☆

• The angle of triangle of ratio=1:3:2

☆LET

• The side of triangle be X
• angle1=X
• angle2=3x
• angle3=2x

☆using triangle properties here☆

☆sum of angles of triangle=180☆

$⇒x + 3x + 2x = 180 \\ \\ ⇒6x = 180 \\ \\ ⇒x = 30$

☆HENCE☆

• THE ANGLES OF TRIANGLE ARE

$⇒ANGLE \: 1 = x=30 \\ ⇒ANGLE \: 2 = 3x = 90 \\ ⇒ANGLE \: 3 = 2x = 60$