Answer
Σy = $914$
$(Σy)^{2} = 835396$
$Σy^{2} = 144932$
Work Step by Step
Σy = $(216+184+35+92+144+175+11+57) = $914
$(Σy)^{2} = 914\times914 = 835396$
$Σy^{2} = (216\times216)+(184\times184)+(35\times35)+(92\times92)+(144\times144)+(175\times175)+(11\times11)+(57\times57) = 46656+33856+1225+8464+20736+30625+121+3249 = 144,932$