onsider a hypothesis set H for X $=$ R containing hypothesis with $2$M $+1($M $>=1)$parameters$.$ Each hypothesis h$($x$)$ in H are defined by s$,$ a$1,$ b$1,$ a$2,$ b$2,...,$ aM $,$ bM that satisfies s belongs to $\{+1,1\},$ a$\_$m $<$ b$\_$m$,$ for $1<=$m $<=$ M$,$ b$\_$m $<$ a$\_$m$+1,$ for $1<=$ m $<=$ M $-1$with hs$,$a$,$b$($x$)=\{$s if a$\_$m $<=$ x $<=$ b$\_$m for some $1<=$ m $<=$ M; $-$s otherwise$\}.$ What is the VC dimension of H $?$ Prove your answer