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Cheapest Homes Near La Selva Beach, CA

House Median Value Rank of City within 50 miles of La Selva Beach, CA

Based on ACS 2006-2010 data*

A total of 103 results found. Show Results on Map.

RankHouse Median Value ▲City / Population
1.$86,100Santa Nella, CA / 1,262
2.$233,800Boronda, CA / 1,778
3.$270,800Diablo Grande, CA / 285
4.$302,900Paradise Park, CA / 456
5.$335,500Chualar, CA / 1,337
6.$347,200Pajaro, CA / 2,670
7.$373,200Lompico, CA / 1,037
8.$396,600Soledad, CA / 25,350
9.$411,800Castroville, CA / 5,490
10.$413,200Gonzales, CA / 7,959
11.$417,400Salinas, CA / 147,074
12.$443,900Hollister, CA / 34,539
13.$445,900Watsonville, CA / 49,580
14.$478,000Freedom, CA / 2,816
15.$491,000Boulder Creek, CA / 5,386
16.$511,400Tres Pinos, CA / 266
17.$514,900Marina, CA / 19,529
18.$516,300Interlaken, CA / 6,810
19.$517,200Amesti, CA / 3,339
20.$518,900San Juan Bautista, CA / 1,462
21.$525,600East Palo Alto, CA / 27,894
22.$530,000Twin Lakes, CA / 5,005
23.$531,900Capitola, CA / 9,801
24.$539,000Zayante, CA / 810
25.$543,500Alum Rock, CA / 16,049
26.$544,000Brookdale, CA / 1,827
27.$551,900Newark, CA / 41,981
28.$556,700Seaside, CA / 32,431
29.$568,100Prunedale, CA / 19,044
30.$569,300Union City, CA / 68,081
31.$571,400Elkhorn, CA / 1,720
32.$574,300Live Oak CDP, CA / 16,439
33.$582,100Soquel, CA / 9,392
34.$583,700Las Lomas, CA / 2,695
35.$585,300Burbank CDP, CA / 4,927
36.$592,300Gilroy, CA / 46,807
37.$597,700Felton, CA / 4,528
38.$601,800Spreckels, CA / 621
39.$603,100Mount Hermon, CA / 860
40.$606,300Seacliff, CA / 2,990
41.$608,000Milpitas, CA / 65,150
42.$610,700Opal Cliffs, CA / 4,949
43.$633,800San Jose, CA / 925,300
44.$634,100Ben Lomond, CA / 6,102
45.$635,400Sand City, CA / 234
46.$641,900Fremont, CA / 209,235
47.$643,800Santa Clara, CA / 112,466
48.$646,800Ridgemark, CA / 4,052
49.$652,000North Fair Oaks, CA / 14,270
50.$653,200Del Rey Oaks, CA / 1,774
51.$659,400East Foothills, CA / 7,675
52.$659,600Scotts Valley, CA / 11,351
53.$673,400Morgan Hill, CA / 36,630
54.$687,500Pajaro Dunes, CA / 300
55.$698,400Campbell, CA / 38,692
56.$700,900Davenport, CA / 309
57.$707,900Sunnyvale, CA / 136,480
58.$714,800Aptos, CA / 6,255
59.$717,700Aromas, CA / 2,318
60.$719,100Fruitdale, CA / 967
61.$730,300La Honda, CA / 1,209
62.$735,600Santa Cruz, CA / 58,269
63.$742,600Corralitos, CA / 2,692
64.$753,900Half Moon Bay, CA / 11,126
65.$766,100Pacific Grove, CA / 14,902
66.$766,800Monterey, CA / 27,827
67.$774,600Bonny Doon, CA / 2,410
68.$779,500Mountain View, CA / 72,510
69.$808,600Redwood City, CA / 75,193
70.$818,500Pescadero, CA / 772
71.$831,900Rio Del Mar, CA / 9,422
72.$850,500Aptos Hills-Larkin Valley, CA / 2,384
73.$851,600Cambrian Park, CA / 3,245
74.$851,900Foster City, CA / 29,746
75.$863,200La Selva Beach, CA / 2,552
76.$868,600Lexington Hills, CA / 2,378
77.$874,200San Martin, CA / 7,250
78.$900,100Belmont, CA / 25,281
79.$903,300Day Valley, CA / 3,256
80.$941,000San Carlos, CA / 27,830
81.$941,100Carmel Valley Village, CA / 4,671
82.$971,600Loma Mar, CA / 61
83.$985,700Sunol, CA / 747
84.$993,500Cupertino, CA / 56,498
85.$1,000,001Stanford, CA / 14,256
85.$1,000,001Carmel By The Sea, CA / 3,725
85.$1,000,001Emerald Lake Hills, CA / 4,445
85.$1,000,001Woodside, CA / 5,237
85.$1,000,001Saratoga, CA / 29,523
85.$1,000,001Monte Sereno, CA / 3,312
85.$1,000,001Del Monte Forest, CA / 4,254
85.$1,000,001Palo Alto, CA / 62,486
85.$1,000,001Pasatiempo, CA / 1,213
85.$1,000,001West Menlo Park, CA / 3,401
85.$1,000,001Ladera, CA / 1,543
85.$1,000,001Los Altos, CA / 28,409
85.$1,000,001Los Altos Hills, CA / 7,858
85.$1,000,001Los Gatos, CA / 28,878
85.$1,000,001Loyola, CA / 3,316
85.$1,000,001Portola Valley, CA / 4,283
85.$1,000,001Menlo Park, CA / 31,318
85.$1,000,001Highlands-Baywood Park, CA / 4,147
85.$1,000,001Atherton, CA / 6,837

Please note that we only rank locations with 'House Median Value' data. The rank above might not be a complete list. Locations without 'House Median Value' data are not listed.

*ACS stands for U.S. Census American Community Survey. According to the U.S. Census, if the date is a range, you can interpret the data as an average of the period of time.


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