Math, asked by shatakshikumar, 5 months ago

in a two angled triangle, the two accute angles are in the ratio 5:4 find the angles of the triangle

Answers

Answered by iycannushree213

Answer:

Let the angles be 4x and 5x

Let the angles be 4x and 5xNow their sum is 90

Let the angles be 4x and 5xNow their sum is 90 ∘

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘ So the angles are

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘ So the angles are4×10

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘ So the angles are4×10 ∘

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘ So the angles are4×10 ∘ =40

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘ So the angles are4×10 ∘ =40 ∘

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘ So the angles are4×10 ∘ =40 ∘ 5×10

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘ So the angles are4×10 ∘ =40 ∘ 5×10 ∘

Let the angles be 4x and 5xNow their sum is 90 ∘ 4x+5x=90 ∘ ⇒9x=90 ∘ ⇒x=10 ∘ So the angles are4×10 ∘ =40 ∘ 5×10 ∘ =50

Step-by-step explanation:

Answered by dheerajbaranwal2016

Let the angles be 5x and 4x

Sum of all angles of Triangle = 180°

5x + 4x + 90° = 180°

9x = 90

x = 10

Then,angles will be

5x = 50°

4x = 40°

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