GCD and Simple path Problem in GFG
Difference between en1 and en2, changed 12 character(s)
Link to the problem: https://practice.geeksforgeeks.org/contest/job-a-thon-for-internship/problems/#↵
~~~~~
    ll dfs1(int src,int par,vector<int> val,ll dp1[],ll dp2[],int k,vector<vector<int>> adj){↵
        if(dp1[src]!=-1)return dp1[src];↵
        if(val[src]%k==0){↵
            ll ans=0;↵
            for(auto e:adj[src]){↵
                if(e!=par){↵
                    ans+=dfs1(e,src,val,dp1,dp2,k,adj);↵
                }↵
            }↵
            ↵
            dp1[src]=ans+1;↵
            dp2[src]=0;↵
            for(auto e:adj[src]){↵
                if(e!=par)↵
                    dp2[src]+=((ans-dp1[e])*dp1[e]);↵
            }↵
            dp2[src]/=2;↵
            dp2[src]+=ans;↵
          //  cout << src << " " << dp2[src] << " " << ans << endl;↵
            return dp1[src];↵
        }↵
        else{↵
            dp1[src]=0;↵
            dp2[src]=0;↵
            ↵
            for(auto e:adj[src]){↵
                if(e!=par){↵
                    dfs1(e,src,val,dp1,dp2,k,adj);↵
                }↵
            }↵
            return dp1[src];↵
        }↵
    }↵
    ↵
    long long countPairs(int N, vector<vector<int>> Edges, vector<int> Val,int K)↵
    {↵
        vector<vector<int>> adj(N+5);↵
        ll dp1[N+1];↵
        memset(dp1,-1,sizeof dp1);↵
        for(auto e: Edges){↵
            int u=e[0];↵
            int v=e[1];↵
            adj[u].push_back(v);↵
            adj[v].push_back(u);↵
        }↵
        ll dp2[N+1];↵
        memset(dp2,0,sizeof dp2);↵
        dfs1(0,-1,Val,dp1,dp2,K,adj);↵
        ↵
        int str=0;↵
        //cout << ans << endl;↵
        ↵
        for(int i=0;i<N;i++){↵
            str+=dp2[i];↵
        }↵
        return str;↵
    }↵
~~~~~

I have been trying to solve it but my solution either gives TLE or wrong answer and for this specific solution its TLE, Can anyone please find the error in my code and tell me the right approach.↵
Thanks and regards↵

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  Rev. Lang. By When Δ Comment
en2 English devol 2021-06-19 08:34:09 12
en1 English devol 2021-06-19 08:33:16 1966 Initial revision (published)