represent 14 as rectangle
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problem
length (L) = width (W) + 14 --> EQ1
L x W = 32 --> EQ2
from EQ1, W = L - 14
substitute in EQ2
L (L-14) = 32
L2 - 14L - 32 = 0
(L-16)(L+2)=0
L=16 units
W=2 units
problem
length (L) = width (W) + 14 --> EQ1
L x W = 32 --> EQ2
from EQ1, W = L - 14
substitute in EQ2
L (L-14) = 32
L2 - 14L - 32 = 0
(L-16)(L+2)=0
L=16 units
W=2 units
length (L) = width (W) + 14 --> EQ1
L x W = 32 --> EQ2
from EQ1, W = L - 14
substitute in EQ2
L (L-14) = 32
L2 - 14L - 32 = 0
(L-16)(L+2)=0
L=16 units
W=2 units
problem
length (L) = width (W) + 14 --> EQ1
L x W = 32 --> EQ2
from EQ1, W = L - 14
substitute in EQ2
L (L-14) = 32
L2 - 14L - 32 = 0
(L-16)(L+2)=0
L=16 units
W=2 units
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