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Two triangles r the same height. The slope side of triangle A is double the slope of B. how do the lengths of these two triangl...Asked by Raksha
Two triangles r the same height. The slope side of triangle A is double the slope of B. how do the lengths of these two triangles compare?
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Answered by
Reiny
A very confusing question.
Are the triangles right-angled?
"The slope side of triangle A is double the slope of B"
---> a triangle has 3 sides, what does "slope side" mean? the slope of which side?
What is triangle A and what is triangle B.
Are the triangles right-angled?
"The slope side of triangle A is double the slope of B"
---> a triangle has 3 sides, what does "slope side" mean? the slope of which side?
What is triangle A and what is triangle B.
Answered by
Raksha
It says, they r shaped as icicles
Answered by
Steve
If the length of the two triangles are x and y, then
h/x = sinθ
h/y = sin2θ
x/y = sin2θ/sinθ = 2cosθ
or
2(h/x)√(1-(h/x)^2) = h/y
Not sure just where you want to go with this.
h/x = sinθ
h/y = sin2θ
x/y = sin2θ/sinθ = 2cosθ
or
2(h/x)√(1-(h/x)^2) = h/y
Not sure just where you want to go with this.
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