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prove that if into Triangles sides of One triangle are proportional to the side of other triangle then the corresponding angles are equal and hence the two Triangles are similar
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hey the answer is. . . .
AB / PQ = BC/ QR = AC / PR ( given )
/A = /_P
/B = /Q
/_C = /R
therefore if the angles and sides are proportional the two triangles r said to similar.
they maynot be similar in size but the r similar according to sides and angles.
hope it helps uu frnd.
AB / PQ = BC/ QR = AC / PR ( given )
/A = /_P
/B = /Q
/_C = /R
therefore if the angles and sides are proportional the two triangles r said to similar.
they maynot be similar in size but the r similar according to sides and angles.
hope it helps uu frnd.
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