In `Delta ABC` if `AB = x, BC = x + 1, angleC = (pi)/(3)`, then the less integer value of x is

In a DeltaABC , if AB,x=Bc= x+1, anglec=(pi)/(3) , then the least integer value of x is

In a hat harr ABC, if AB=x,BC=x+1,/_C=(pi)/(3) then the least integer value of x is 6(b)7(c)8 (d) none of these

In the figure Delta ABC, DE||AB . If AD = 2x, DC = x + 3, BE = 2x - 1 CE = x then find the value of x .

In Delta ABC, AB = BC then it is .......triangle .

In Delta ABC, DE ||BC . AD = x , DB = x - 2 , AE = x + 2 and EC = x -1 . Find the value of x.

In Delta ABC, DE ||BC . AD = x , DB = x - 2 , AE = x + 2 and EC = -1 . Find the value of x.

In Delta ABC , /_ ABC = 90^(@) , If AC = (x + y) and BC = (x - y) , then length of AB is :

In Delta ABC , DE || BC. If AD = 2x - 1, AE = 2x + 5, BD = x - 3 and CE = x - 1, then the value of x is:

In Delta ABC, when DE || BC and AD = x, DB = 3x + 4, AE = x + 3 and EC = 3x + 19 then value of x is: