SSC MCQ Question Ans. Ratio, Similarity, and Symmetry

SSC MCQ Question Ans. Ratio, Similarity, and Symmetry. For comparing two quantities,   their ratios are to be considered.  Again,  for determining ratios, the two quantities are to be measured in the same units.  In algebra, we have discussed this in detail.

SSC MCQ Question Ans. Ratio, Similarity, and Symmetry

SSC MCQ Question Ans. Ratio, Similarity, and Symmetry

SSC MCQ Question Ans. Ratio, Similarity, and Symmetry

SSC MCQ Question Ans. Ratio, Similarity, and Symmetry

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SSC MCQ Question Ans. Ratio, Similarity, and Symmetry

If a line segment divides the two sides or their produced sections of a triangle proportionally, it is parallel to the third side. The congruence and similarity of triangles have been discussed earlier in class VII. In general, congruence is a special case of similarity. If two figures are congruent, they are similar; but two similar triangles are not always congruent.

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