find the cube root of 27,44,000
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Cube root of 2744000 is 140
We need to find the cube root of −2744000.
Since the number contains a negative sign, its cube root will also be negative (only for odd roots).
Prime factorising, we get,
274400=
2×2×2
×
2×2×2
×
5×5×5
×
7×7×7
.
Since we need to find the cube root we group them in 3.
3
274400
=
3
2×2×2
×
2×2×2
×
5×5×5
×
7×7×7
.
From each group, take single number and multiply them.
Therefore, we get,
3
274400
=2×2×5×7=140.
Since, the given cube root
3
−274400
contains a minus sign, the answer will also contain a minus sign.
Therefore,
3
−274400
=−140.
We need to find the cube root of −2744000.
Since the number contains a negative sign, its cube root will also be negative (only for odd roots).
Prime factorising, we get,
274400=
2×2×2
×
2×2×2
×
5×5×5
×
7×7×7
.
Since we need to find the cube root we group them in 3.
3
274400
=
3
2×2×2
×
2×2×2
×
5×5×5
×
7×7×7
.
From each group, take single number and multiply them.
Therefore, we get,
3
274400
=2×2×5×7=140.
Since, the given cube root
3
−274400
contains a minus sign, the answer will also contain a minus sign.
Therefore,
3
−274400
=−140.
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