Without actual division , find whether the rational number 1323÷6×6×6×35×35 has a terminating or non terminating decimal expansion.
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1323÷6×6×6×35×35
1323÷ 2×3×2×3×2×3× 5×7× 5×7
it has a non terminating decimal expansion because the factors of denominator is not in the form of (2^m × 5^n). it has 3 &7 also in the factor of denominator
1323÷ 2×3×2×3×2×3× 5×7× 5×7
it has a non terminating decimal expansion because the factors of denominator is not in the form of (2^m × 5^n). it has 3 &7 also in the factor of denominator
Answered by
34
1323÷6×6×6×35×35
1323÷ 2×3×2×3×2×3× 5×7× 5×7
it has a non terminating decimal expansion because the factors of denominator is not in the form of (2^m × 5^n). it has 3 &7 also in the factor of denominator
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