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What Is The Square Root Of 81
What Is The Square Root Of 81 -
It can be done either of 2 ways take square root first then multiply or multiply first then take square root sqrt 81 sqrt 36 9 6 54 sqrt 81 sqrt 36 sqrt 81 36 sqrt 2916 54 I hope this helps Steve
The answer is x 9 5 You first move the 81 to the other side of the equal sign it ll become positive instead of negative 25x 2 81 We then get the square root of both sides of the equation sqrt 25x 2 sqrt81 The square roots are 25 5 xx 5 x 2 x xx x 81 9 xx 9 Applying this to our equation makes it like this 5x 9 We divide both sides by 5 5x 5 9 5
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How To Solve Quadratic Equations Using The Square Root Property
How To Solve Quadratic Equations Using The Square Root Property
Like so For starters the x 2 term needs to be a multiple of 1 not 9 So the first step is to divide both sides by 9 giving x 2 30 9x 25 9 11 9 For me it makes some of the subsequent steps easier if we subract 25 9 from both sides x 2 30 9x 11 9 25 9 14 9
color blue sqrt7 9 sqrt 7 81 sqrt7 sqrt81 we know that sqrt81 9 sqrt7 sqrt81 sqrt7 9
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What Is The Square Root Of 20 YouTube
What Is The Square Root Of 20 YouTube
Sqrt 3481 59 Normally when faced with a large number to find the square root of you would see what prime factors it has 3481 has no small prime factors so let s try another approach Split it into pairs of digits starting from the right to get 34 81 Looking at the most significant pair of digits what is the square root of 34 We know 6 2 36 so it s a little less
9x 2 You can calculate the root separately for 81 and for x 4 sqrt 81 x 4 sqrt 81 x 4 sqrt 81 sqrt x 4 9 x 2
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The answer is x 9 5 You first move the 81 to the other side of the equal sign it ll become positive instead of negative 25x 2 81 We then get the square root of both sides of the equation sqrt 25x 2 sqrt81 The square roots are 25 5 xx 5 x 2 x xx x 81 9 xx 9 Applying this to our equation makes it like this 5x 9 We divide both sides by 5 5x 5 9 5
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The square root property involves taking the square root of both the terms on either side of the equation Applying the same to the given equation sqrt x 7 2 sqrt 81
The answer is x 9 5 You first move the 81 to the other side of the equal sign it ll become positive instead of negative 25x 2 81 We then get the square root of both sides of the equation sqrt 25x 2 sqrt81 The square roots are 25 5 xx 5 x 2 x xx x 81 9 xx 9 Applying this to our equation makes it like this 5x 9 We divide both sides by 5 5x 5 9 5
The square root property involves taking the square root of both the terms on either side of the equation Applying the same to the given equation sqrt x 7 2 sqrt 81
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