We study supersymmetric AdS n ×Σ 7−n , n = 2, 3, 4, 5 solutions in sevendimensional maximal gauged supergravity with CSO(p, q, 5 − p − q) and CSO(p, q, 4 − p − q) gauge groups. These gauged supergravities are consistent truncations of eleven-dimensional supergravity and type IIB theory on H p,q • T 5−p−q and H p,q • T 4−p−q , respectively. Apart from recovering the previously known AdS n × Σ 7−n solutions in SO(5) gauge group, we find novel classes of AdS 5 × S 2 , AdS 3 × S 2 × Σ 2 and AdS 3 × CP 2 solutions in non-compact SO(3, 2) gauge group together with a class of AdS 3 × CP 2 solutions in SO(4, 1) gauge group. In SO(5) gauge group, we extensively study holographic RG flow solutions interpolating from the SO(5) supersymmetric AdS 7 vacuum to the AdS n × Σ 7−n fixed points and singular geometries in the form of curved domain walls with M kw n−1 × Σ 7−n slices. In many cases, the singularities are physically acceptable and can be interpreted as non-conformal phases of (n − 1)-dimensional SCFTs obtained from twisted compactifications of N = (2, 0) SCFT in six dimensions. In SO(3, 2) and SO(4, 1) gauge groups, we give a large number of RG flows between the new AdS n × Σ 7−n fixed points and curved domain walls while, in CSO(p, q, 4−p−q) gauge group, RG flows interpolating between asymptotically locally flat domain walls and curved domain walls are given.