Math, asked by bimleshv1970, 9 months ago

ABCD is a rhombus and its diagonals intersect at o.prove that ∆BOC=∆DOC, show that each diagonals bisects the angle of the rhombus through which it passes​

Answers

Answered by sejil
2

Answer:

RTP : Each diagonal bisects the angle of rhombus through which it passes

PROOF

In triangle ABC and ACD

1. AC = BD

2. DC = AB

3. angle ADC = angle ABC

THEREFORE TRIANGLES ARE CONGRUENT

Angle DAC = ACB

Answered by Anonymous
7

Answer:

Answer:

RTP : Each diagonal bisects the angle of rhombus through which it passes

PROOF

In triangle ABC and ACD

1. AC = BD

2. DC = AB

3. angle ADC = angle ABC

THEREFORE TRIANGLES ARE CONGRUENT

Angle DAC = ACB

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