Suppose we begin with the statement correct $=$ False. What is the result of evaluating the expression

correct and $1/0==1$

$($a$)$ True $($b$)$ False $($c$)$ Error

$2.$ Suppose we begin with the statement name $=$Anya Tafliovich$.$ What is the result of evaluating

the expression name.lower$().$find$($a$).$find$($a$)$

$($a$)0($b$)3($c$)6($d$)$ Error

$3.$ Suppose we begin with the statement name $=$Kaveh Mahdaviani$.$ What is the result of evaluating

the expression name.count$($a$,1,-3)$

$($a$)1($b$)2($c$)3($d$)$ Error

$4.$ Which of the following boolean expressions evaluate$($s$)$ to True?

$($a$)-4==-4//1($b$)2\mathrm{.}0==2\mathrm{.}0//1$

$($c$)1\mathrm{.}2==1\mathrm{.}2//1($d$)$ both $($a$)$ and $($b$)$

$5.$ Suppose we begin with the statement large $=$ True. What is the result of evaluating the expression

$42+2==44$ or large

$($a$)$ True $($b$)$ False $($c$)$ Error

$6.$ Suppose we begin with the statement phrase $=$You ARe AlmOsT TheRE$.$ What is the result of eval$-$

uating the expression phrase.swapcase$()+,+$ phrase$[8$:phrase.find$($ The$)].$

$($a$)$yOU arE aLMoSt tHEre, aLMoSt tHEre$($b$)$yOU arE aLMoSt tHEre, AlmOsT TheRE$$

$($c$)$yOU arE aLMoSt tHEre, aLMoSt$($d$)$yOU arE aLMoSt tHEre, AlmOsT$$

$7.$ A not$-$so$-$good Python programmer has written the following function:

def sign$\_$function$($num: int$)->$ str:

if num $>0$:

return $$Positive$$

elif num $<0$:

return $$Negative$$

What is the result of evaluating the expression str$($sign$\_$function$(0))$ in $$Positive$$

$($a$)$ True $($b$)$ False $($c$)$ Error

$8.$ Consider another piece of code from that same not$-$so$-$good Python programmer:

def my$\_$function$($num: int$)->$ str:

if num $\%2==0$:

result $=$Even$$

else:

result $=$Odd$$

my$\_$function$(0)$

Suppose we run this code. Then what is the result of evaluating the expression type$($result$)$

$($a$)$ None $($b$)($c$)($d$)$ Error

$9.$ Consider the following code:

x $=1$

y $=2$

count $=0$

if x $>0$:

count $=$ count $+1$

elif x $+$ y $<4$:

count $=$ count $+2$

if y $-$ x $>=1$:

count $=$ count $+3$

else:

count $=$ count $*2$

After running this code, what is the result of evaluating the variable count

$($a$)1($b$)2($c$)4($d$)6$

$10.$ Suppose we begin with the statement

last$\_$word $=$If you have time, double check your answers before you leave! :$).$

What is the result of evaluating the expression last$\_$word$[-3$:$][$::$-1][$:$-1]$:

$($a$)$:$)($b$))$:$($c$)$:$(($d$)($:$$