The length of a rectangular garden is 6 m greater than the width. the area of the garden is nbsp 72 m squared . find the dimensions of the garden.
the width of the garden is
nothing
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m.
m cubed .
m squared .

Equation=2m+6=72sq^2

First step would be to cancel out the 6 in the equation to isolate the m.
So 6-6=0 and you always have to apply that to the answer so 72-6 which is equal to 66.

Now the m’s are isolated. To find out the value of m them divide it by 2 to give you one solitary m, and as said before apply that to the 66.

2m/2=m & 66/2=33. The expression now reads m=33. So m=33m^2(squared)

The answer to your question is b’(16,14)