ChallengeSuperchallenge ShareChallenge · Superchallenge problemCompute ∑k≡2(mod5)(30k)\displaystyle\sum_{k \equiv 2 \pmod{5}} \binom{30}{k}k≡2(mod5)∑(k30), the sum of (30k)\binom{30}{k}(k30) over all kkk from 000 to 303030 with k≡2(mod5)k \equiv 2 \pmod{5}k≡2(mod5).A214748364214748364214748364B214146295214146295214146295C214748365214748365214748365D107374182107374182107374182E214146300214146300214146300Check Show answer Walk through it step by step Practice more like this