is 1125 a perfect cube Offers a wide range of mathematical resources including information on Perfect Cubes Provides educational resources including math help Offers a wealth of educational
Learn Practice Download Perfect Cube A perfect cube is a number that is obtained by multiplying the same integer three times For example multiplying the number 4 three A perfect cube is a number that can be written as three times the product of the same number The cube root of a perfect cube always results in a whole number But we can
is 1125 a perfect cube
is 1125 a perfect cube
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Is 1125 a Perfect Cube The number 1125 on prime factorization gives 3 3 5 5 5 Here the prime factor 3 is not in the power of 3 Therefore the cube root of 1125 is If x is a perfect cube of y then we represent it as x y 3 Thus in other words the cube root of x is y We write it as 3 sqrt x y We write n cubed as n 3
A perfect cube is a number that can be obtained by multiplying an integer or whole number by itself twice For example 27 is a perfect cube because 3x3x3 equals A perfect cube is a number that is the cube of an integer For example 125 is a perfect cube since 125 5 5 5 5 3 Some other examples of perfect cubes are 1 8 27
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A perfect cube is an integer obtained by multiplying three instances of another integer which is called an integer raised to the power of 3 Expressed by the formula C n n A perfect cube refers to a number that results from the product of a number multiplied by itself twice For a number to qualify as a perfect cube it must be possible
Cube root of 1125 simplified is the largest integer factor times the cube root of 1125 divided by the largest perfect cube root Thus here is the math to get cube root of 1125 in its A perfect cube is the value of the power when the exponent is 3 Let us understand this with an example when we multiply 2 three times we get 8 and 8 is said to be a perfect cube
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is 1125 a perfect cube - However if your cube root is not perfect then you would have a decimal answer Since we know that the prime factorization of 1125 is 3 2 5 3 we can rewrite the cube root of