Math, asked by Anonymous, 9 months ago

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Answered by Anonymous
12

Answer:

hy mates here is your answer:-

let angle AOB be 2x

and angle BOC be 3x

then according to question,

AOB+BOC+AOC=180

5x+75=180

5x=105

x=21

then put the value of x in 2x and 3x

2x=21×2=42

3x=21×3=63

so, we get the angle of AOB AND BOC is 42° and 63°

hope... u get the answer mates

mark as brainlist

Answered by farjan19
2

Answer:

HERE IS YOUR ANSWER

Step-by-step explanation:

Let the ratios 2:3 be 2x and 3x

Let the ratios 2:3 be 2x and 3xSince we know that,

Let the ratios 2:3 be 2x and 3xSince we know that,or, AOB + BOC = AOC

Let the ratios 2:3 be 2x and 3xSince we know that,or, AOB + BOC = AOCor,. 2x + 3x = 75°

Let the ratios 2:3 be 2x and 3xSince we know that,or, AOB + BOC = AOCor,. 2x + 3x = 75°or,. 5x = 75°

Let the ratios 2:3 be 2x and 3xSince we know that,or, AOB + BOC = AOCor,. 2x + 3x = 75°or,. 5x = 75°or,. x = 75°/5

Let the ratios 2:3 be 2x and 3xSince we know that,or, AOB + BOC = AOCor,. 2x + 3x = 75°or,. 5x = 75°or,. x = 75°/5or,. X = 15°

Let the ratios 2:3 be 2x and 3xSince we know that,or, AOB + BOC = AOCor,. 2x + 3x = 75°or,. 5x = 75°or,. x = 75°/5or,. X = 15°NOW,

Let the ratios 2:3 be 2x and 3xSince we know that,or, AOB + BOC = AOCor,. 2x + 3x = 75°or,. 5x = 75°or,. x = 75°/5or,. X = 15°NOW,AOB = 2x = 2*15° = 30°

Let the ratios 2:3 be 2x and 3xSince we know that,or, AOB + BOC = AOCor,. 2x + 3x = 75°or,. 5x = 75°or,. x = 75°/5or,. X = 15°NOW,AOB = 2x = 2*15° = 30°AOB = 3x = 3*15° = 45°

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