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Mr. Ramsey planted a rose garden in his backyard. He divided the garden into 1212 equal sections so he could plant a different kind of rose bush in each. Each section had an area of 44 square feet.\newlineLet gg represent the area of the garden. Which equation models the problem?\newlineChoices:\newline(A) g12=4\frac{g}{12} = 4\newline(B) 4g=124g = 12\newlineSolve this equation to find the area of the garden.\newline____ square feet

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Q. Mr. Ramsey planted a rose garden in his backyard. He divided the garden into 1212 equal sections so he could plant a different kind of rose bush in each. Each section had an area of 44 square feet.\newlineLet gg represent the area of the garden. Which equation models the problem?\newlineChoices:\newline(A) g12=4\frac{g}{12} = 4\newline(B) 4g=124g = 12\newlineSolve this equation to find the area of the garden.\newline____ square feet
  1. Understand Problem: Understand the problem and choose the correct equation.\newlineMr. Ramsey's garden is divided into 1212 sections, each with an area of 44 square feet. We need to find the total area of the garden, gg.\newlineThe equation that models this situation is g12=4\frac{g}{12} = 4, because each section (g12\frac{g}{12}) has an area of 44 square feet.
  2. Solve Equation: Solve the equation for gg. Using the equation g12=4\frac{g}{12} = 4, we multiply both sides by 1212 to isolate gg. g=4×12g = 4 \times 12
  3. Calculate Total Area: Calculate the total area.\newline4×12=484 \times 12 = 48\newlineSo, the total area of the garden is 4848 square feet.