Side of a square is three less than the base of the triangle. Height of the triangle is . Area of the triangle is . The area of the square in is:

Explanation: Step 1: Find the base of the triangle Let the base of the triangle be meters and the height be meters. We are given: Height of the triangle ( ) = Area of the triangle = The standard formula for the area of a triangle is: Substituting the given values into the formula: Simplify the right side: Solve for : So, the base of the triangle is . Step 2: Find the side of the square Let the side length of the square be meters. According to the given condition, the side of the square is less than the base of the triangle: Substitute the value of : Step 3: Calculate the area of the square The formula for the area of a square is: Substitute the value of : Correct Answer: (a) 144

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MAH-CET 2026 — Mathematics PYQ

MAH-CET | Mathematics | 2026

Side of a square is three less than the base of the triangle. Height of the triangle is $24 m$ . Area of the triangle is $180 m^{2}$ . The area of the square in $m^{2}$ is:

Choose the correct answer: