[" i) In figure ",/_ABC=/_DCB=90^(@)],[AB=6,DC=8],[" Then "(A(Delta ABC))/(A(Delta DCB))=?]

In the figure /_ABC=/_DCB=90^(@), AB=6,DC=8, then (A(DeltaABC))/(A(DeltaDCB))=?

In triangle ABC,/_B=90^@,/_C=30^@ ,AB=6 cm then AC=…………

In a right triangle ABC/_B=90^(@) if AC=10cm,BC=8cm then find the length AB

In right triangle, ABC, AB=10,BC=8,AC=6.

In Delta ABC, /_B = 90^@ If AB = BC then prove /_C= 45^@

In Delta ABC,AB=6cm,BC=7cm and AC=5cm .The area of Delta ABC is

In a right triangle ABC, angleB = 90^@ If AB = 6 cm, BC = 8 cm, Find AC,

In Figure ABDC and ADBC .Prove that /_DAB=/_DCB

In the figur e, diagonals AC and BD of quadrilateral A BCD intersect at 0 such that OB = OD. If AB = CD, then show that ar( Delta DCB) = ar( Delta ACB)