In triangle DEF,angleE=90°,angleD=45°,DF=16cm find DE
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Answer:
11.3cm (estimate)
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Step-by-step explanation:
we will first draw the triangle to understand what we need to solve.
refer the given attachment.
now, we know that if one angle of a triangle is 90 deg, the triangle is a right triangle. in this, the hypotenuses' square = length of side 1's square + length of side 2's square.
we can say that a² + b² = c², where c² = 16cm and a²=b² because this is a right isosceles triangle because the other angle also measures 45 deg.
so, we can solve this like so:
16 x 16 = 2a²
256/2 = a²
128 = a²
a = 11.3 (estimate)
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