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BRAINLIEST
In the figure below, AD = 5 and BC = 4.5. Compare m∠ABD and m∠BDC.

a)m∠ABD < m∠BDC

b)m∠ABD > m∠BDC


c)m∠ABD = m∠BDC

BRAINLIEST In the figure below AD 5 and BC 45 Compare mABD and mBDC amABD lt mBDC bmABD gt mBDC cmABD mBDC class=

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Sade1172

Answer:

The answer is C.

Step-by-step:

One word for ya friend ☺

Congruence!

When you cut a rectangle in half at a point of symmetry you get two sides with equal measurements. So the angles are in fact equivalent to one another :))

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Cedë :))

Answer:

In a triangle if side length opposite to angle is greater than this angle must be greater,

Triangle ABD and CBD are similar and

AD=5 greater than BC=4.5

Angle opposite to AD is greater which is angle ABD,

so the angle ABD is greater then the Angle BDC

That implies option B is correct.  

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