DC$17$ Assume se d$$n d$$n put di rayt laybri d$$n we yu de rayt k$$d$,$ so yu n$$ nid f$$ rayt $$#include $$nisay pan dis $$gzam$.$ N$$ yuz "cout $<<"$ we d$$n aks am f$$ difayn wan f$$nsh$$n we de rit$$n s$$ntin$-$yuz cout $<<$ f$$ k$$nsol $$tput n$$m$..1.$ Giv int nums$[]=\{2,4,6,8)$: wetin na di valyu f$$ nums $[3]?$ Wetin na di valyu f$$ nums$+2)?2.$ Difayn di f$$nsh$$n plus $10$ wit di sayn we de d$$ ya$.$ void plus $10($int$.)$; Di f$$nsh$$n tek wan p$$ynta$-$to$-$int $$n inkrisayz bay $10$ di v$$ri$$bul wit di adr$$s we d$$n gi$.$ F$$gzampul$,$ int x $-7$: plus$\mathrm{.}10($&x$)$; kot $<<$ x; $//173.$ Wetin na di k$$nsol autput f$$ di program we de kam bi$$n$?$ void paws $($inte $,$ intky$)\{$ Xy: y $=$ x; $>$ int men$()$ int a $-5,$ b $-7$: paw $($a$,$b$)$: kot $<<$ a $4.$ Gi di $2-$dim$$nsh$$nal arenjm$$nt$,$ nums $[4][5),$ rayt wan f$$ stetm$$nt we de s$$t $$l in m$$mba d$$n bak. $5.$ If di n$$mba d$$n na di arenjm$$nt nums $[4][5]$l difr$$n $$n d$$n de go $$p fr$$m $$p to d$$n l$$ft to rayt, rayt k$$d we de riv$$ns di $$da so di n$$mba d$$n de go d$.6.$ Difayn f$$nsh$$n na int palindrome $($unsigned int n$)$ we de rit$$n tru if di n$$mba input na palindrome $($rid di sem bakw$$d$)$n lay $$dasay$.7.$ Giv strukt Point $\{$ dabl x$,$y; $\}$ as d$$n d$$n difayn am na di t$$ksbuk$,(1)$ difayn struct R$$ktangul$,$ we de riprizent r$$kt$$nj wit sayd $$riz$$ntal to di x$-$aks, yuz tu Point, di $$pa$-$l$$ft vertex, $$n di l$$wa$-$rayt vertex. D$$n bak, $(2)$ inklud $$n difayn m$$mba f$$nsh$$n eria we de rit$$n di eria f$$ di r$$kt$$nj Na dis na $$gzampul yuz Point P $\{1,2\},$ Q $\{3,-4\}$; R$$ktangul R $\{$P$,0\}$; cout $<<$ R$.$eria $()$; $//128$ Gi di difinish$$n f$$ wan rik$$rsiv f$$nsh$$n numStars we de rit$$n di n$$mba f$\text{'}$s na wan tik we d$$n k$$nstr$$k l$$k d$$ ya wit n r$$w$.($Yu f$$nsh$$n f$$ rik$$rsiv difayn insay wan we we g$$t minin.$)****************38883*******888888$ n$2$: $4$ sta n$=3$: $9$ sta n$=4$: $16$ sta d$$n n$=5$: $25$ sta d$$n