Prove that ` overset (n) underset (r=0) sum .^(n)C_(r)*3^(r)=4^(n).`

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Q: Prove that ∑_(r=0)^n▒〖3^r⋅ ^n C_r 〗=4^n Q: Prove that ∑_(r=0)^n▒〖3^r⋅ ^n C_r 〗=4^n
सिध्द कीजिए कि `underset(r = 0)overset(n) sum 3^(r.n)C_(r)=4^(n)` सिध्द कीजिए कि `underset(r = 0)overset(n) sum 3^(r.n)C_(r)=4^(n)`
What is `underset(r = 0)overset(1) sum.^(n+r)C_(n)` equal to ? What is `underset(r = 0)overset(1) sum.^(n+r)C_(n)` equal to ?