in angle ABC, angle B=90and BD is perpendicular to AC. CE bisects angle C. if angleA=48,find angle DMC and angle BEM
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Step-by-step explanation:
In △ABC, AD bisects ∠A
∴ ABAC=BDDC
⇒ cb=BDDC
⇒ cb+1=BDDC+1 [ Adding 1 to both sides ]
⇒ cb+c=BDDC+BD
⇒ cb+c=BDBC [ DC+BD=BC ]
⇒ cb+c=BDa
∴ BD=b+cac [ Hence proved ]
Similarly since AD bisects ∠A.
∴ ACAB=DCBD
⇒ b
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Answer:
69°,69°
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