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4(5+x)>3y4(5+x)>3y

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Q. 4(5+x)>3y4(5+x)>3y
  1. Distribute and Simplify: First, let's distribute the 44 into the parentheses.4×5+4×x>3y4 \times 5 + 4 \times x > 3y20+4x>3y20 + 4x > 3y
  2. Isolate xx: Now, we need to isolate xx on one side.\newlineSubtract 2020 from both sides.\newline4x>3y204x > 3y - 20
  3. Solve for x: Finally, divide both sides by 44 to solve for xx.x>3y204x > \frac{3y - 20}{4}

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