Consider a computer that uses $4$ bits to represent nonnegative integers and uses all $4$ bits to represent the value.

Which of the following operations would result in integer overflow?

$$Note that there may be multiple answers to this question.

Choose all answers that apply:

Choose all answers that apply:

$($Choice A$)$

$\backslash [4\backslash$times $4\backslash ]$

A

$\backslash [4\backslash$times $4\backslash ]$

$($Choice B$)$

$\backslash [15\backslash$times $1\backslash ]$

B

$\backslash [15\backslash$times $1\backslash ]$

$($Choice C$)$

$\backslash [6+1\backslash ]$

C

$\backslash [6+1\backslash ]$

$($Choice D$)$

$\backslash [1+14\backslash ]$

D

$\backslash [1+14\backslash ]$

$($Choice E$)$

$\backslash [3\backslash$times $3\backslash ]$

E

$\backslash [3\backslash$times $3\backslash ]$

$($Choice F$)$

$\backslash [15+1\backslash ]$

F

$\backslash [15+1\backslash ]$