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\"\"

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Step 1:

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(a)

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Observe the figure:

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The triangle DAB is right angled triangle and DB is the hypotenuse.

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\"\"

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Therefore, \"\".

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Step 2:

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(b)

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Find \"\".

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Draw an angle bisector from A.

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Angle \"\".

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Therefore, \"\".

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Redraw the figure:

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\"\"

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From the triangle ACB: \"\"

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\"\"

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Therefore, \"\".

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Step 3:

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(c)

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Find \"\".

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From the triangle ACD: \"\"

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\"\"

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Therefore \"\".

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Step 4:

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Find the length of AD.

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From triangle ABD: \"\".

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\"\"

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Therefore, \"\"

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Solution:

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(a) \"\".

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(b) \"\".

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(c) \"\".

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(d) \"\"