Mowing of Lawn
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Given: As per the given statement
Dimension of XXXX as:
Dimension of XXXX XX:
XXXX Length (Xl) = 13x-X
Yard XXXXXXX (Yb) = XX
Shed Length (Sl) = XX+4
XXXX XXXXXXX (Sb) = 2x.
XX Find: XXXX XX XX mowed
Solution:
Area XX be mowed = Yard Area – XXXX Area --- ( XXX )
XXXXX XXXX XX in rectangle XXXXX XXXX the area can XX deduced as
length * XXXXXXX.
Substituting XXXXX in eq1:
XXXX to mowed = (Yl * Xb) – (Sl * Sb)
= ((XXX-4) * XX) – ((XX+X) * XX)
= XXX2– 20x – 4x2 – 8x
= XXXX – 28x
= x(XXX - 28).
So XXXX XXXX XX XX XXXXX = x(61x-XX)