This mathematics problem involves applying core mathematical principles and formulas. Below you will find a complete step-by-step solution with detailed explanations for each step, helping you understand not just the answer but the method behind it.
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multipleQuestions newQuestion a square shaped disc has a length of 12.3 cm .using a mathematical tables of square roots to find the length of side of the land newAnswer Assuming the "length of 12.3 cm" refers to the area of the square (as indicated by the instruction to use square roots to find the side), the length of the side is approximately 3.51 cm. Steps: 1. Interpret the given information: The problem states a "length of 12.3 cm" for a square and asks to find the "length of side" using "mathematical tables of square roots". This strongly implies that the 12.3 cm refers to the area of the square, despite the unit being given as cm instead of cm². Area (A) = 12.3 cm² 2. Formula for the side of a square: For a square, the area (A) is equal to the side length (s) squared (A = s²). To find the side length, we take the square root of the area. s = √A 3. Substitute and calculate: s = √12.3 cm s ≈ 3.5071359 cm 4. Round to appropriate significant figures: The given value 12.3 has three significant figures. Rounding the result to three significant figures: s ≈ 3.51 cm