Question

1Select all the correct locations on the table.Consider the following expression.78. 495Select "equivalent" or "not equivalent" to indicate whether the expression above is equivalent or not equivalent to the values or expressions inthe last column.EquivalentNot Equivalent343EquivalentNot Equivalent4973 . 49675.49375.49578.495EquivalentNot Equivalent 76.77Not Equivalent 4910.75EquivalentResetNexthts reserved.

Answer 1

Your question wants us to recognise the values on the last column that is same with the value

$\begin{gathered} ^{_{^{}}}7^{\frac{1}{5\text{ }}}\text{ }\times49^{\frac{7}{5}}\text{ } \\ \text{The equivalent values can be found as follows} \end{gathered}$$7^{\frac{1}{5\text{ }}}\text{ }\times7^{2\text{ }\times\text{ 7/5}}$$\begin{gathered} 7^{\frac{1}{5}}\text{ }\times7^{\frac{14}{5}} \\ \text{The Third value is equivalent } \end{gathered}$$\begin{gathered} 7^{\frac{1+^{14}}{5\text{ }}}=7^{\frac{15}{5\text{ }}\text{ }}=7^{3\text{ }}=\text{ }343 \\ \text{The value on the first column is also equivalent } \end{gathered}$