Making use of the cube root table, find the cubes root of the following (correct to three decimal places)
133100
Given:
133100
To find:
We have to find the cube root of the given number correct to three decimal places using cube root table.
Solution:
$\sqrt[3]{133100}=\sqrt[3]{1331 \times 100}$
$=\sqrt[3]{(11)^3} \times \sqrt[3]{100}$
$= 11\times 4.642$ (From the cube root table)
$=51.062$
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