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29 Aug 2019, 10:23
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One of the sides of equilateral triangle is 2? What is the ratio of Area of the triangle to altitude of triangle?
a. 1/2
b. 1
c. 3/2
d. 2
e. 4
a. 1/2
b. 1
c. 3/2
d. 2
e. 4
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29 Aug 2019, 10:38
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Each side is 2.
2^2=x^2+1
x^2=3 ==>x=√3 the altitude of the triangle.
√3*2 ÷2=√3 the area of the triangle.
√3/√3=1
Option B
Posted from my mobile device
2^2=x^2+1
x^2=3 ==>x=√3 the altitude of the triangle.
√3*2 ÷2=√3 the area of the triangle.
√3/√3=1
Option B
Posted from my mobile device
29 Aug 2019, 10:45
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Area of equilateral triangle=√3/4 * (side)^2
=√3/4 * 2^2 =√3
Altitude-> using hypotheneus formula: 2^2=1^2 + height^2
=> height=√3
Area of triangle/altitude=√3/√3=1
Option B
Posted from my mobile device
=√3/4 * 2^2 =√3
Altitude-> using hypotheneus formula: 2^2=1^2 + height^2
=> height=√3
Area of triangle/altitude=√3/√3=1
Option B
Posted from my mobile device
