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In a right angled triangle, the angle opposite one of the legs is $60^
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11 Aug 2025, 10:12
11 Aug 2025, 10:12
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In a right angled triangle, the angle opposite one of the legs is $60^0$. Which of the following will be independently sufficient to find the area of the triangle?
Indicate all that apply
\(\boxed{A}\) perimeter of the triangle
\(\boxed{B}\) length of the hypotenuse
\(\boxed{C}\) the ratio of the sides opposite angles $\(30^{\circ}\)$ and $\(60^{\circ}\)$ is $\(1: \sqrt{3}\)$
The OA will be automatically revealed on Monday 11th of August 2025 11:12:54 PM Pacific Time Zone
Indicate all that apply
\(\boxed{A}\) perimeter of the triangle
\(\boxed{B}\) length of the hypotenuse
\(\boxed{C}\) the ratio of the sides opposite angles $\(30^{\circ}\)$ and $\(60^{\circ}\)$ is $\(1: \sqrt{3}\)$
The OA will be automatically revealed on Monday 11th of August 2025 11:12:54 PM Pacific Time Zone
gmatclubot
In a right angled triangle, the angle opposite one of the legs is $60^ [#permalink]
11 Aug 2025, 10:12
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