The square root of 324 is √324 = 18. Therefore, it is a perfect square root. What is the square of 324?
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In Mathematics, the square root of 324 is defined as a number, which on multiplication by itself for two times, results in the original number 324.
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324 = 18 squared. Therefore the square root of 324 is 18. Try this for homework: what is the cubic root of 512?
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The prime factorization of 324 is given as 324=2×2×3×3×3×3 324 =(2×2)×(3×3)×(3×3) =2×3×3=18 ∴324 =18. · Root of 326. · The square root of 1,764 is: · The ...
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The square root of 324 is 18. To find the square root of 324, you should review the factors of 324 until you find one that is the square root of 324. If none ...
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Show that the square root of 324 is 18. The square root of 324 is defined as the positive real number such that, multiplied by itself, results in 324. The ...
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Duration: 2:43 Posted: 13 Mar 2021 VIDEO
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Factorize 324 and use root laws. See below 324=2^2xx3^4 sqrt324=sqrt(2^2·3^4)=sqrt(2^2)·sqrt(3^2·3^2)=sqrt(2^2)·sqrt(3^2)·sqrt(3^2)=2·3·3=18.
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Square root of 324 step by step solution | √324 · Square Root Calculator · Proof that the square root of 324 is 18.
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Answer : `therefore sqrt(324)=(2xx3xx3)=18.` Answer. Step by step solution by experts to help you in doubt clearance & scoring excellent ...
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What is Square Root of 324 ? ... Square root of 324 is 18 which is a rational number. The nearest previous perfect square is 289 and the nearest next perfect ...
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If we look at the number 324, we know that the square root is 18, and since this is a whole number, we also know that 324 is a perfect square. If you want to ...
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²√324 is the square root of 324 symbol · 2 is the index · 324 = radicand; the radicand is the number below the radical sign · Square root = ±18 · √ is called ...
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Is 324 a perfect square? 324 is a perfect square if the square root of 324 equals a whole number. As we have calculated further down on this page, the square ...
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That's it! The answer shown at the top in green. The square root of 324 with one digit decimal accuracy is 18. Notice that the last two steps actually repeat ...
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