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What value for x could make the sentence true? x3 = 343
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1,029,49,21,7
which option is correct
is that 3 times x, or is that x^3? If it's x^3, then you need to cube root each side [\sqrt[3]{x ^{3}}=\sqrt[3]{343}\] to simplify/solve the equation. The answer would then be 7, as \[7\times7\times7=343\] which is to say \[7^{3}=343\]
\[\sqrt[3]{x^{3}}=\sqrt[3]{343}\]
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