Notasi sigma yang ekuivalen dengan ∑k=59(2k−4)2\sum_{k=5}^9\left(2k-4\right)^2∑k=59(2k−4)2 adalah....
4∑k=15k2+16 ∑k=15(k+1)4\sum_{k=1}^5k^2+16\ \sum_{k=1}^5\left(k+1\right)4∑k=15k2+16 ∑k=15(k+1)
4∑k=15k2+ ∑k=15(k+1)4\sum_{k=1}^5k^2+\ \sum_{k=1}^5\left(k+1\right)4∑k=15k2+ ∑k=15(k+1)
∑k=15k2+16 ∑k=15(k+1)\sum_{k=1}^5k^2+16\ \sum_{k=1}^5\left(k+1\right)∑k=15k2+16 ∑k=15(k+1)
4∑k=15k+16 ∑k=15(k+1)4\sum_{k=1}^5k^{ }+16\ \sum_{k=1}^5\left(k+1\right)4∑k=15k+16 ∑k=15(k+1)
4∑k=15k2+16 ∑k=15(2k+1)4\sum_{k=1}^5k^2+16\ \sum_{k=1}^5\left(2k+1\right)4∑k=15k2+16 ∑k=15(2k+1)