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help algebra
What is the smallest value of
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1 Jul 2022
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Four unit spheres are externally tangent to each other and all of them are internally tangent to a larger sphere. The radius of the larger sphere can be expressed as , where a,b are two positive integers. Find a+b.
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30 Jun 2022
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HELP GEOMETRY
A regular tetrahedron has side length 1. A plane passing through four edge's midpoints cut the tetrahedron at the halfway as shown. Each piece has surface area expressed as , where m,n as well as p,q are coprime positive integers.
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30 Jun 2022
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In △ABC, BC=24, D is a point on BC. G1 and G2 are centroids of △ABD and △ACD, respectively. Find the length of G1G2.
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28 Jun 2022
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In △ABC, CE is the angle bisector of the exterior angle ACD, BE is the angle bisector of ∠ABC. If ∠BEC=32∘, find the measure of ∠CAE.
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28 Jun 2022
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In △ABC, ∠BAC=36∘, AB=AC=1. Find the length of BC.
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28 Jun 2022
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In △ABC, AB=2, D is a point on BC, such that AD bisects ∠BAC. If , ∠BAC=30∘, the value of BC^2 can be expressed as , where p,q, and r are integers, such that r is a positive integer
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28 Jun 2022
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The medians of △ABC have lengths 15, 36, and 39. Find the area of △ABC.
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28 Jun 2022
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Point F lies in △ABC, such that the extension of BF intersect AC at E, the extension of CF intersect AB at D. Suppose the areas of △BDF, △CEF, quadrilateral ADFE are 2, 3, 4,
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27 Jun 2022
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