each piece is a trapezium whose area is 1/2 * sum of Perallel sides *height

stmt 1: w =3 = height of trapezium & as well as the side of the inner square as 3 feet - 2*3 inches SUFF

stmt2: PQ = ? inches

if we know PQ we can use pythgoras theorem to find w & then find area using above method

SUFF

D

Sorry Samir, I somehow missed the value of PQ. It is sqrt(18 ) inch. Now coming back to ur approach -
Refer the figure below -
By A, we can get the value of w i.e RQ. But what will be the QT? Are u taking it will be QT = 3ft - 2w?
Now by B, we know the value of PQ but not PR. So how can we use pythgoras theorem? Again are you taking PR = w?
If so, then I now understand D is suff but otherwise it should be C! What do u say Samir?

Q says all pieces have same width so we can take QT = 3ft - 2w

& in B if we have sqrt(18) =3sqrt(2) we have w =2

coz w is same for all pieces hence if we join RQ then triangle PRQ will be iscoceles right angled traingle i.e sides are in ratio 1:1:rt(2) so if PQ = 3rt(2) then BQ =w = 3

Hope this clarifies

Ohhhhhhhhh! Got it Samir... Sorry its my mistake and thanks a lot man for pointing out my fault... Thanks once again.