1. In the figure, Seg SP I side YK. Seg YT I side SK. If SP = 6, = S YK = 13, YT = 5 and TK = 12, then complete the following activity = T to find A(ASYK): A(AYTK) P Y K The ratio of the area of the two triangles is equal to the ratio of the products of their and the corresponding heights. OxSP .X SP 13x6 .. A(ASYK) A(ΔΥΤΚ) TK XTY 12x
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