Calculate $δ_{ik}u_k$,$δ_{ij}δ_{ij}$

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Maybe it's a dumb question, but I'm trying to understand some tensor/kronecker calculations that are something off-course :

Calculate the expressions :

$$δ_{ik}u_k,δ_{ij}δ_{ij}$$

So :

$$δ_{ik}u_k = u_i = u_1 + u_2 + u_3$$

$$δ_{ij}δ_{ij} = δ_{jj} = δ_{ii} = δ_{11} + δ_{22} + δ_{33} = 3$$

What I wanted to ask, is why does the solver always chose to go until the number $i=3$ ?