Page No. Date 2 In the adjacent A ABC beg AD ABC beg AD I seg B, LC = 45°, BD AC=8 52 then find AD and BC
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Step-by-step explanation:
given AD is perpendicular to BC
=> ZD = 90°
now consider Ale ADC
here ZD is 90° and ZC is 45°
sum of angles equals to 180° so, ZA = 45°
when two angles are equal it is a isosceles triangle in which two sides are also equal
so AD = DC
hypotenuse theorem, AC² = DC² + AD²
=> (8v2) = 2DC? => 128/2 = DC
=> DC = 8 =AD
so AD = 8 then
BC BD + DC
=> BC = 13
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