I WILL GIVE DISLIKES $!!!$ IF ANYTHING WRONG HAPPENS IN MY QUESTION, BETTER SKIP IT$!!!$ "Kana f$$r$$ ni $$f$$li di$.$ Jateden C$($n$,$ k$)$ be $$f$$ n$,$ k $0$ b$$ la ni sariya saba nunu ye: $$ C $($n$,0)=1$ C $($n$,$ k$)=.0,$ ni k $>$ n $$ C $($n$,$ k$)=$ C $($n$-1,$ k$)+$ C$($n$-1,$ k$-1),$ sabu n $$ k $>0$ Kana $$nab$$ n$$o t$$ N$$ bena i $$angi$.$ Python ka baarak$$cogo min be C$($n$,$ k$)$ jati, n ni k ye param$$tiriw ye y$$r$$ min naI y$$a f$$ i ye ko i kana y$$r$$ si $$nab$$ O jatidenw be weele ko binomial coefficients, ani u be b$$ y$$r$$ caaman naI ka yafa n ma $$iningali jaabi

$$yirali f$,$ u be lab$$n hak$$ jati ka tugu $$g$$n k$,$ m$$g$$ be se ka min k$$ ka b$$ f$$n n k$$n$,$ k ye wuleman ye$,$ ani n$-$k ye bink$$n$$man yePlease don$$t give solution $.$

Olu fana ye xnyn$-$k ka s$$r$$kiliw ye $($x$+$y$)$nI ka yiriwali la I y$$a f$$ i ye ko i kana y$$r$$ si $$nab$$ Misaliya la$,($x $+$ y$)3$ be se ka s$$b$$ x$3+3$x$2$y $+3$xy$2+$ y$3,$ ani $1,3.,3,1$ ye C$(3,0),$ C$(3,1),$ C$(3,2),$ ani C$(3,3)$D$$r$$n kana $$f$$li foyi di N$$an ye $$g$$ndan filaninw s$$b$$ tabali k$$n$,$ ni k be caya ka b$$ numanbolo la ka taga kinibolo la$,$ ani n be caya n$$an be jigira tabali kan, an be min b$,$ o be weele ko Pascal ka g$$r$$n sabaI be n$$ ka wagati ti$$ n$$i be $$f$$li k$,$ kana $$f$$li k$$

XC$05$

Dugumanla la$,$ y$$r$$ naani f$$l$$w be s$$r$$Don$$t Solve A k$$r$$si ko a be $$f$$li yira, bawo kumaden kelen kelen b$$ ye min b$$a sanf$$ ani min be sanf$$ ani min be numanbolo la$,$ o b$$ laj$$nnin lo$.1$ Python porogaramu dafanin d$$ s$$b$$ min be Pascal ka g$$r$$n saba n f$$l$$w b$,$ y$$r$$ min na n be don baarak$$la f$$ ka b$$ klaviye la I ka baara k$$ n$$i ka y$$l$$mani ye ka C$($n$,$ k$)$ jate porogaramu s$$b$$ri laDon$$t Solve"