Addresses on Nichole Ave, Pleasanton, Alameda County, CA
- Property Count: 8
- Median Living Area: 4,244 square feet
- Median Bedroom Count: 5
- Median Bathroom Count: 3.5
- Median Lot Size: 0.57 acres
- Median Year Built: 1989
- Median Estimate: $2,980,642
- Median Price Per Square Foot: $745
Browse properties by addresses on Nichole Ave, Pleasanton, Alameda County, CA on TopHap.
- 3715 Nichole Ave, Pleasanton, CA 94588 (Mohr Estates) is a 4,165 square foot, 5 bedroom, 4 bathroom, 0.46 acre property. It was built in 1989 and has an estimate of $3,106,396 with a price per ft² of $965.
- 3737 Nichole Ave, Pleasanton, CA 94588 (Mohr Estates) is a 3,065 square foot, 3 bedroom, 3 bathroom, 0.52 acre property. It was built in 1989 and has an estimate of $2,522,689 with a price per ft² of $786.
- 3624 Nichole Ave, Pleasanton, CA 94588 (Mohr Estates) is a 4,533 square foot, 5 bedroom, 4 bathroom, 0.64 acre property. It was built in 1989 and has an estimate of $2,982,914 with a price per ft² of $658.
- 3616 Nichole Ave, Pleasanton, CA 94588 (Mohr Estates) is a 4,460 square foot, 5 bedroom, 3.5 bathroom, 0.7 acre property. It was built in 1989 and has an estimate of $2,978,369 with a price per ft² of $668.
- 3759 Nichole Ave, Pleasanton, CA 94588 (Mohr Estates) is a 3,338 square foot, 4 bedroom, 3 bathroom, 0.46 acre property. It was built in 1989 and has an estimate of $2,488,487 with a price per ft² of $746.
- 3768 Nichole Ave, Pleasanton, CA 94588 (Mohr Estates) is a 3,726 square foot, 4 bedroom, 3.25 bathroom, 0.57 acre property. It was built in 1989 and has an estimate of $2,931,562 with a price per ft² of $787.
- 3746 Nichole Ave, Pleasanton, CA 94588 (Mohr Estates) is a 4,322 square foot, 5 bedroom, 3.5 bathroom, 0.65 acre property. It was built in 1990 and has an estimate of $3,215,191 with a price per ft² of $744.
- 3724 Nichole Ave, Pleasanton, CA 94588 (Mohr Estates) is a 4,322 square foot, 5 bedroom, 4.25 bathroom, 0.57 acre property. It was built in 1989 and has an estimate of $3,173,606 with a price per ft² of $734.