Question: Show your solution 450m + 250 m = 700m Third, subtract diagonal distance from sum of the adjacent sides: 700m - 514.78m = 185.22m is

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450m + 250 m = 700m Third, subtract diagonal distance from sum of the adjacent sides: 700m - 514.78m = 185.22m is the distance that you will be saved by walking diagonally across the field. Let's Apply Solve each problem. 1. Given the scale factor of two similar triangles is 4:5, and the perimeter of the smaller triangle is 30cm, find the perimeter of the bigger triangle. 2. What kind of triangle whose lengths of the sides are 11, 15, and 9? 3. A triangle has sides 21 and 17. If the remaining side is the longest side, what is the smallest integer value it can take that would still keep the triangle acute? 4. If the lengths of the sides of APQR are 11cm, 14cm, and 8cm, what kind of triangle is APQR? 5. The lengths of the corresponding sides of two triangles are 4m and 3v/2 m. What is the ratio of their areas

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