ABC is a right angled isosceles triangle with `/_B=90^@` If D is a point on AB such that `/_CDB=15^@` and if `AD=35cm` then CD is equal to

ABC is a right angle isosceles triangle with angleB=90^(@). If D is a point on AB so that angle CDB=15^(@) and if AD=35 cm then the value of CD is-

ABC is a right angled isosceles triangles with angle B = 90 ^@ if D is a point on A B so that angle DCB = 15 ^@ and if Ad = 35 cm , then CD=

ABC is a right angled isosceles triangle with angle B = 90 ^(@) . If D is a point on AB so that angle CDB = 15^(@) and , if AD = 35 Cm, then CD is equal to:

/_\ ABC is an isosceles triangle with /_C = 90^(@) and AC = 5 cm. Then, AB = ?

ABC is a right angled triangle where /_B = 90° . If AB=15 cm,BC= 8 cm then find sec C.

ABC is a right angled triangle where /_B=90° . If AB=15 cm,BC= 8 cm then find cot A.

In an isosceles triangle ABC with AB = AC, D and E are points on BC such that BE = CD. Show that AD = AE.

ABC is a triangle right angled at B.D is a point on AC such that /_ABD=45^(@) If AC=6 and AD=2 then AB=