ChallengeSuperchallenge ShareChallenge · Superchallenge problemCompute ∑k≡1(mod4)(24k)\displaystyle\sum_{k \equiv 1 \pmod{4}} \binom{24}{k}k≡1(mod4)∑(k24), the sum of (24k)\binom{24}{k}(k24) over all kkk from 000 to 242424 with k≡1(mod4)k \equiv 1 \pmod{4}k≡1(mod4).A419430541943054194305B209715220971522097152C419430841943084194308D419430441943044194304E419432141943214194321Check Show answer Walk through it step by step Practice more like this