in the given fig, ∆ABC is an equilateral triangle and ∆BDC is an isosceles right triangle right angled at D. find angle ABD
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30 is the answer of this question iy hugTh Hu JDDJSBUDBEHZJDIDBEUSJ DKDS
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Firstly i think you mean ∆ADC not ∆BDC as for BDC being right triangle the condition is technically next to impossible
Second considering∆ADB &∆CDB we have
AD=DC(isosceles triangle)
AB=BC(equilateral)
DB=DB(common)
So the triangles are congruent thus
AngleABD=angleCBD
& AngleABD+angleCBD=60°
Thus angle ABD=30°
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