Math, asked by sunandanandewar, 10 months ago

one of the acute angles of a right triangle is 36 degrees .find the other acute angle.i want sollution

Answers

Answered by vedantgames
0

Answer:

A five corner star has an angle of 36 degrees. This means that  the other two angles of that triangle would be 72 degrees each

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Answered by Mihir1001
4

\huge{\underline{\mathfrak{\textcolor{blue}{Answer :}}}}

\huge\boxed{\fcolorbox{red}{#ffdfff}{required angle = 54°}}

\LARGE{\underline{\mathrm{\textcolor{red}{Step-by-step \:  \: explanation :}}}}

\LARGE{\underline{\mathtt{\textcolor{violet}{Given :-}}}}

  • A right angle triangle ABC

  •  \angle B = 90°

  •  \angle C = 36°

\LARGE{\underline{\mathtt{\textcolor{green}{To \:  \: find :-}}}}

  •  \angle A

\LARGE{\underline{\mathtt{\textcolor{teal}{Construction :-}}}}

See the attachments.

\LARGE{\underline{\mathtt{\textcolor{teal}{Concept \:  \:  used :-}}}}

Angle-sum property of a triangle.

\LARGE{\underline{\mathtt{\textcolor{blue}{Solution :-}}}}

We know that,

 In \:  \triangle ABC \: ,

 \angle A +  \angle B +  \angle C = 180° \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \:  \left[ angle-sum \: property \: of \: a \:  \triangle  \right]

 \implies  \angle A + 90° + 36° = 180°

 \implies  \angle A + 126° = 180°

 \implies  \angle A = 180° - 126°

 \implies  \angle A = ( 180 - 126 )°

 \implies  \angle A = 54°

\LARGE{\underline{\mathtt{\textcolor{magenta}{Conclusion :-}}}}

  • measure of the other angle = 54°

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