In the given figure, AB is parallel to DC and AB # DC, the area of AAOD is equal to area of triangle : (1) AOB (ii) COD (iii) ACB (iv) BOCplease give the explanation also​

In the given figure, AB is parallel to DC and AB # DC, the area of AAOD is equal to area of triangle : (1) AOB (ii) COD (iii) ACB (iv) BOCplease give the explanation also​

In the given figure, ∆ABC has points D and F in AC andpoint E in BC such that DE ∥ AB and EF ∥ BD. If CF = 4 cmand AC = 9 cm, what is the length of DC?

Find the measure of DCB, if AB || CD and AD || BC in the given figure​

In a adjoining figure there is a circle with center O. If Dc, diameter AB, and m∠AOC= 120 degree, then m∠ACD is?

In the given figure A, B, C and D are collinear points. If AC = 3 cm, BD = 4 cm andBC = 2 cm, then AD is