(x)^{3} = 4913. Find the value of x. | vedclass

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(C) Given the equation: $(x)^{3} = 4913$.To find $x$,we need to calculate the cube root of $4913$.We know that $10^{3} = 1000$ and $20^{3} = 8000$. Si

Vedclass · Accepted Answer

$17$

Vedclass · Answer

(C) Given the equation: $(x)^{3} = 4913$.To find $x$,we need to calculate the cube root of $4913$.We know that $10^{3} = 1000$ and $20^{3} = 8000$. Since $4913$ ends in $3$,the cube root must end in $7$ (because $7^{3} = 343$).Testing $17$: $17 	imes 17 = 289$.$289 	imes 17 = 4913$.Therefore,$(17)^{3} = 4913$.Thus,$x = 17$.

$(x)^{3} = 4913$. Find the value of $x$.

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