$\text { Locate the absolute extrema of the function } y = x ^ { 2 } - 2 \cos x \text { on the closed interval }$

Multiple Choice

$\text { Locate the absolute extrema of the function } y = x ^ { 2 } - 2 \cos x \text { on the closed interval }$ $[ - 3,5 ] \text {. Round your answers to four decimal places. }$

A) left endpoint: $( - 3,10.9800 )$
right endpoint: $( 5,24.4327 )$ absolute maximum
critical points: $( 0,0.0000 )$ absolute minimum

B) left endpoint: $( - 3 , - 6.2822 )$ absolute minimum
right endpoint: $( 5,8.0822 )$ absolute maximum
critical points: none

C) left endpoint: $( - 3 , - 6.2822 )$ absolute minimum
right endpoint: $( 5,8.0822 )$ absolute maximum
critical points: $( 0,0.0000 )$

D) left endpoint: $( - 3,10.9800 )$ absolute minimum
right endpoint: $( 5,24.4327 )$ absolute maximum
critical points: none

E) left endpoint: $( - 3,10.9800 )$
right endpoint: $( 5,24.4327 )$ absolute maximum
critical points: $( 0 , - 2.0000 )$ absolute minimum