Addresses on Briar Ln, Burton, Genesee County, MI
- Property Count: 34
- Median Living Area: 1,262 square feet
- Median Bedroom Count: 3
- Median Bathroom Count: 1.4
- Median Lot Size: 0.34 acres
- Median Year Built: 1961
- Median Estimate: $194,512
- Median Price Per Square Foot: $149
Browse properties by addresses on Briar Ln, Burton, Genesee County, MI on TopHap.
- 2195 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,476 square foot, 1.25 bathroom, 0.33 acre property. It was built in 1963 and has an estimate of $208,396 with a price per ft² of $141.
- 4457 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,176 square foot, 3 bedroom, 2 bathroom, 0.45 acre property. It was built in 1959 and has an estimate of $190,907 with a price per ft² of $162.
- 2216 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,013 square foot, 1.25 bathroom, 0.34 acre property. It was built in 1962 and has an estimate of $167,876 with a price per ft² of $166.
- 2164 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,984 square foot, 1.25 bathroom, 0.34 acre property. It was built in 1968 and has an estimate of $236,870 with a price per ft² of $119.
- 2100 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,421 square foot, 1.25 bathroom, 0.36 acre property. It was built in 1966 and has an estimate of $156,244 with a price per ft² of $110.
- 2098 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,810 square foot, 2 bathroom, 0.37 acre property. It was built in 1966 and has an estimate of $247,307 with a price per ft² of $137.
- 2209 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,593 square foot, 1.25 bathroom, 0.33 acre property. It was built in 1963 and has an estimate of $203,420 with a price per ft² of $128.
- 2217 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,275 square foot, 1 bathroom, 0.45 acre property. It was built in 1961 and has an estimate of $192,637 with a price per ft² of $151.
- 2227 Briar Ln, Burton, MI 48509 (Calvert Park) is a 1,076 square foot, 1.25 bathroom, 0.39 acre property. It was built in 1961 and has an estimate of $167,876 with a price per ft² of $156.