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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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To Divide Square Roots, Divide The Values Inside The Square Roots And Then Find The Square Root Of The Result. For Example, √(16/4) = √16 / √4 = 4 / 2 = 2. |
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√50 = √(25*2) = 5√2. The Approximate Value Of √2 Is About 1.41, So 5√2 ≈ 7.05. |
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Perfect Squares Are Numbers That Can Be Expressed As The Square Of An Integer. For Example, 1, 4, 9, 16, And 25 Are Perfect Squares, And Their Square Roots Are 1, 2, 3, 4, And 5, Respectively. |