perfect cube 2160 The cube of 2160 is a perfect cube because the number is the product of the three equal integers 2160 It can be written as 2160 2160 2160 or in exponential form Read on to
2160 2 3 cdot 3 3 cdot 5 Now we need to find the smallest number that we can divide 2160 by to make it a perfect cube A perfect cube has all its prime factors raised to A No the number 2 160 is not a perfect square Why is 2 160 not a perfect square A perfect square is a number that can be expressed as the product of two equal
perfect cube 2160
perfect cube 2160
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The smallest number by which 2160 should be multiplied to make it a perfect cube is 212 33 52 The cube root of 2160 is 6 Explanation To find the smallest number Step 1 Do prime factorization of 2160 Step 2 Make pairs of 3 same prime factors Step 3 Find the least number for division As 2 and 5 are separate from pairs Thus The least
Factor x 3 216 x3 216 x 3 216 Rewrite 216 216 as 63 6 3 x3 63 x 3 6 3 Since both terms are perfect cubes factor using the difference of cubes formula a3 b3 a b a2 ab b2 a There are 4 factors of 216 1 8 27 216 that are perfect cube Naive Approach The naive idea is to find all possible factors of the given number N and count if each factor is a
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A perfect cube root means that the answer is a whole number and not a decimal However if your cube root is not perfect then you would have a decimal answer Since we know that the We would like to show you a description here but the site won t allow us
Solution Clearly on grouping the prime factors in triplets of equal factors we observe that the factor 5 is not forming a triplet Thus we need to divide 8640 by 5 to make the quotient a In this case we need to find the smallest positive multiple of 3 for each exponent 2 3 3 3 5 3 8 27 125 2160 Therefore the smallest positive perfect cube that is a
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perfect cube 2160 - There are 4 factors of 216 1 8 27 216 that are perfect cube Naive Approach The naive idea is to find all possible factors of the given number N and count if each factor is a