Math, asked by ds799242, 5 months ago

A circus artist is climbing from the ground along a rope stretched 'from the top of vertical pole and tied at the ground. The height of the pole is 12 m and the angle made by the rope with ground level is 30°. Calculate the distance covered by the artist in climbing to the top of the pole.​

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Answered by MrAnonymous412
36

Required question :-

a circus artist is climbing from the ground along a rope stretched from the top of a vertical pole and tied at the ground . The height of the pole is 12m and the angle made by the rope with ground is 30° 1) calculate the distance covered by the artist in climbing the top of the pole. 2) which mathematical concept is used in this problem. 3) What is its value.

Given :-

\bigstar ∠ ACB = 30°

\bigstar In ∆ ABC ,

  • AB = 12 cm
  • AC = x

Solution :-

Sin 30° = \frac{AB}{AC}\\

\frac{1}{2}\\ = \frac{12}{AC}\\

\longrightarrow\rm{ AC = 24 cm}

Therefore,

Distance covered by circus artist is 24 cm .

Note :-

\bigstar The consept used is trignometric ratios .

\bigstarThe value of this consept is used to find the height of AB

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