In the figure, line `AX||` line `BY||` line `CZ` then complete the ratio
`(AB)/(square)=(square)/(YZ)`.

In the figure line AD|| line BE|| line CFgt AB=8, BC=4, DE=6 then EF=?

In the figure, line AB||line CD|| line EF, line l and line m are its transversals. If AC = 6, CE = 9, BD = 8 then complete the following activity to find DF. Activity : line AB|| line CD|| line EF and line l and m are the transversals. (AC)/(square) = (square)/(DF) ..[Property of three parallel lines and their transversals] :. (6)/(9) = (square)/(DF) DF = square

If triangleABC ~ triangleXYZ then complete the following brackets. (AB)/(XY)=(square)/(YZ)=(AC)/(square)

In the given figure, if line AB || line CF and line BC || line ED, then prove that angleABC=angleFDE .

In the figure AB is a straight line , then the valuer of a+b is _____

In the figure, if AB||CD || FE then complete the following activity to find x . Line AB|| line CD|| line EF :. by property of three parallel lines and their transveral, (BD)/(square)=(AC)/(CE) :.(8)/(4)=(square)/(x) :.8xx x=4xxsquare :.x=square

In the given figure, the mirror line is given as dotted line. The complete figure is of the form

In the given figure, the mirror lines is given as dotted lines. The complete figure is of the form

In a figure , AB is a straight line , Find (x+y):

Complete the figure so that line I becomes the line of symmetry of the whole figure