Answers: 3
.![\sqrt[3]{343} + \frac{3}{4} \sqrt[3]{-8}](/tpl/images/0541/0760/8e25b.png)
. As we see the options there aren't in iota or in complex number hence, the correct expression to evaluate must be , ![\sqrt[3]{343} + \frac{-3}{4} \sqrt[3]{8}](/tpl/images/0541/0760/a4c35.png)
. Let's evaluate the expression to simplify:![\sqrt[3]{343} = 7](/tpl/images/0541/0760/e28cf.png)
and ![\sqrt[3]{8} = 2](/tpl/images/0541/0760/0b411.png)
.![\sqrt[3]{343} - \frac{3}{4} \sqrt[3]{8}](/tpl/images/0541/0760/eaff3.png)
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Evaluate 3^√343 + 3/4 3^√-8. -5 1/2 5 1/2 8 1/2...
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