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Well, if you just bisect the angle at the top to get two equivalent triangles, then you solve for half of the original base from (half base)/(vertical side) = tan(angle).

The formula is for the base length is thus 2 × vertical_height × tan(top_angle ÷ 2)

Assuming the top angle in degrees is in cell B1

Assuming the vertical height is in cell B2

Assuming you want the base length in cell B3, then in cell B3 put the formula:

=2*B2*TAN(B1/2)

You will need to format the cell to give the required degree of accuracy (eg 1 dp).

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7y ago
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8y ago


You have an isosceles triangle. The two equal sides are the slanting ones.
You know the value of the Angle between them at the top, and you know
the vertical Height of the triangle.

Length of the base = (2 x Height) x tangent(1/2 of the top Angle) .

Length of the equal slanting sides = Height / cosine(1/2 of the top Angle) .


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Q: How do i find the base of an isosceles triangle from the vertical height and top angle in excel assuming the known angle is at the top the base height is at the bottom and you don't know the slant?
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