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If \( \mathrm{a, b, c, d}\) are consecutive natural numbers and \(\mathrm{a^3=b^3+c^3+d^3} \). The least value of \( \mathrm a\) is
Find the smallest number by which 8788 must be divided so that the quotient is a perfect cube
What is the cube root of 1.331?
The value of \( \sqrt[3]{343}\times\sqrt[3]{64}\) is:
The length of each side of a cubical box is 2.4 m. What is its volume?
The cube of a number is 8 times the cube of another number. If the sum of the cubes of numbers is 243. The difference of the numbers are
Let the numbers be x and y
The difference of the cube and the square of a natural number is 48. The number is
By inspection
Find the cube root of 0.001728
Evaluate \(\sqrt[3]{2744}\div\sqrt[3]{0.008} \)
Identity the unit digit in \(\sqrt[3]{21952} \)
The quotient of the cube root of a number and 25 is 5. Identify the number.
The product \(864\times \mathrm n \) is a perfect cube. What is the smallest possible value of \(\mathrm n\)?
Find the value of \(\sqrt[3]{0.000216} \)
Find the value of \(\sqrt{\sqrt[3]{0.000064}} \)
The cube root of a number when divided by 7 results in 49. The number is