QUESTION $3$

For each of the $4$ investments described in the table, the investor would pay $$500$ today to purchase the investment. Each investment would have the annual return noted in the table and each investment would make a single, lump sum payment to the investor in the number of years from today noted in the table. If ARABRBTQRTQZRTZQZTBTZQZTZQTQQTQZTQ, then which assertion $is$ true? All annual returns and numbers $of$ years from today when the single, lump sum payment will $be$ made are greater than zero.

Investment Annual return Number $of$ years from today when the single,

$\begin{array}{cc}A& RA\\ \text{l}\text{u}\text{m}\text{p}\text{s}\text{u}\text{m}\text{p}\text{a}\text{y}\text{m}\text{e}\text{n}\text{t}& B\\ RB& T\\ Q& R\\ TQ& Z\\ R& TZ\end{array}$

Investment A will make a larger single, lump sum payment $inT$ years than investment $B$ will make $inT$ years, and investment $Q$ will make a larger single, lump sum payment $inTQ$ years than investment $Z$ will make $inTZ$ years

Investment A will make a larger single, lump sum payment $inT$ years than investment $B$ will make $inT$ years, and investment $Z$ will make a larger single, lump sum payment $inTZ$ years than investment $Q$ will make $inTQ$ years

Investment $B$ will make a larger single, lump sum payment $inT$ years than investment A will make $inT$ years, and investment $Z$ will make a larger single, lump sum payment $inTZ$ years than investment $Q$ will make $inTQ$ years

Investment $B$ will make a larger single, lump sum payment $inT$ years than investment A will make $inT$ years, and investment $Q$ will make a larger single, lump sum payment $inTQ$ years than investment $Z$ will make $inTZ$ yearsRA and $TQ,$ then which assertion $is$ true? All annual returns and numbers $of$ years from today when the single, lump sum payment will $be$ made are greater than zero.

Investment Annual return Number $of$ years from today when the single,

$\begin{array}{cc}A& RA\\ \text{l}\text{u}\text{m}\text{p}\text{s}\text{u}\text{m}\text{p}\text{a}\text{y}\text{m}\text{e}\text{n}\text{t}& B\\ RB& T\\ Q& R\\ TQ& Z\\ R& TZ\end{array}$

Investment A will make a larger single, lump sum payment $inT$ years than investment $B$ will make $inT$ years, and investment $Q$ will make a larger single, lump sum payment $inTQ$ years than investment $Z$ will make $inTZ$ years

Investment A will make a larger single, lump sum payment $inT$ years than investment $B$ will make $inT$ years, and investment $Z$ will make a larger single, lump sum payment $inTZ$ years than investment $Q$ will make $inTQ$ years

Investment $B$ will make a larger single, lump sum payment $inT$ years than investment A will make $inT$ years, and investment $Z$ will make a larger single, lump sum payment $inTZ$ years than investment $Q$ will make $inTQ$ years

Investment $B$ will make a larger single, lump sum payment $inT$ years than investment A will make $inT$ years, and investment $Q$ will make a larger single, lump sum payment $inTQ$ years than investment $Z$ will make $inTZ$ years