Question If the section for Rosemary has a side length of 2x and together the sections for Mint and Rosemary cover 6×2 – 2x square feet. What would be the width of the Mint section?

Answer: 3x-1 Step-by-step explanation: Let the area of the mint section = Length * Width Given Area = 6x²-2x Length Required Width A = LW Substitute 6x²-2x = 2x(W) 2x(3x-1) = 2xW Divide both sides by 2x 2x(3x-1)/2x = 2xW/2x 3x-1 = W W = 3x-1 Hence the width of the mint section is 3x-1 Log in to Reply

Answer:3x-1Step-by-step explanation:Let the area of the mint section = Length * Width

Given

Area = 6x²-2x

Length

Required

Width

A = LW

Substitute

6x²-2x = 2x(W)

2x(3x-1) = 2xW

Divide both sides by 2x

2x(3x-1)/2x = 2xW/2x

3x-1 = W

W = 3x-1

Hence the width of the mint section is 3x-1