The square root of a number is a value that, when multiplied by itself, gives the original number. For Example, √9 = 3 Because 3² = 9. |
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To Multiply square roots, multiply the values inside the square roots and then find the square root of the result. For Example, √2 * √8 = √(2*8) = √16 = 4. |
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To Simplify square roots, Find the Prime Factors of the number inside the square root and look for pairs of factors. For Example, √18 = √(9*2) = 3√2. |
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Solve the equation: √(x + 3) = 7. Hint: Start by squaring both sides to remove the square root. |
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Square both sides: (√(x + 3))² = 7², which simplifies To x + 3 = 49. Subtract 3 from both sides: x = 46. |
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The Formula states that √(A * B) = √A * √B. For Example, √(4 * 9) = √4 * √9 = 2 * 3 = 6. |
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The Formula states that √(A / B) = √A / √B. For Example, √(25 / 4) = √25 / √4 = 5 / 2. |
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Theres is no real solution, As the square root of a number cannot be Negative. |
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