Select the correct choice below and this in any atswer boxes to complete your choice.

A$.$

A solution is guaranteed on the interval $f_{6}P(T)=971=t_0=p(D)=970=9(1{)}^{-}{8}_{0}p(T)9(t)=9^{th}$ because $r$ contains the point $f_6"$ and the lunctions $P(T)=.970.$ and $971=$ are simulaneously continuous $on$ the interval.

$B.$ A solution $is$ quaranteed only $at$ the point $t_0=$ because the functions $p(D)=970=$ and $9(1{)}^{-}$ are simulaneously detined $at$ mut point.

$C.$ A solusion $is$ guaranteed $on$ the interval $$ ele $$ because $8$ contains the point $8_0"$ and the functions $p(T)-9(t)=$ and $9^{th}=$ tre equal $on$ the interval.