ChallengeSuperchallenge ShareChallenge · Superchallenge problemCompute ∑k≡0(mod3)(20k)\displaystyle\sum_{k \equiv 0 \pmod{3}} \binom{20}{k}k≡0(mod3)∑(k20), the sum of (20k)\binom{20}{k}(k20) over all kkk from 000 to 202020 with k≡0(mod3)k \equiv 0 \pmod{3}k≡0(mod3).A349525349525349525B349526349526349526C174762174762174762D349528349528349528E349542349542349542Check Show answer Walk through it step by step Practice more like this