Ratio of altitudes of two similar triangles equals ratio of any two corresponding sides

Ratio of altitudes of two similar triangles equals ratio of any two corresponding sides. Proof of theorem Class 10th. The ratio of lengths of the corresponding altitudes of similar triangles is equal to ratio of lengths of any pairs of corresponding sides.

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You can solve the following problems after watching this video.
Ratios of corresponding altitudes of two similar triangles are same as ratios of corresponding sides of triangles. ,
corresponding altitudes of triangles are same as corresponding sides,
the ratio of the corresponding altitudes of two similar triangles is 3/5,
prove that corresponding altitudes of similar triangles are proportional to corresponding sides,
corresponding altitude of triangle,
the corresponding altitudes of two similar triangles are 6 and 14,
corresponding altitude of a triangle,
corresponding altitudes of congruent triangles are congruent,
the corresponding altitudes of two similar triangles,
the corresponding altitude of a triangle,
corresponding altitude of triangle is,
the corresponding altitudes of two similar triangles are 6 and 14,
prove that corresponding altitudes of similar triangles are proportional to corresponding sides,
corresponding altitude of triangle is,
#SimilarTriangle, #Geometry,#Class10th,

[yvonnekyllemangubat]

Thank you very much sir! I really appreciated your video.

[madhavji]

Thank you so much sir
It is very easy proof and my dumbass was thinking out of the world steps to proove it😂😂