$($Present$-$value comparison$)$ You are offered $$1,900$ today, $$12,000$ in $11$ years, or $$25,000$ in $26$ years. Assuming that you can earn $6$ percent on your money, which offer should you choose?

$-$A$.$ What is the present value of $$25,000$ in $26$ years discounted at $6$ percent interest rate?

$($Round to the nearest cent.$)$

$-$B$.$ What is the present value of $$12,000$ in $11$ years discounted at $6$ percent interest rate?

$($Round to the nearest cent.$)$

$-$C$.$ Which offer should you choose? $($Select the best choice below.$)$

A$.$ Choose $$25,000$ in $26$ years because its present value is the highest.

B$.$ Choose $$1,900$ today because its present value is the highest.

C$.$ Choose $$12,000$ in $11$ years because its present value is the highest.