Addresses on Grant Ave, Colton, San Bernardino County, CA
- Property Count: 9
- Median Living Area: 1,146 square feet
- Median Bedroom Count: 3
- Median Bathroom Count: 2
- Median Lot Size: 0.13 acres
- Median Year Built: 1926
- Median Estimate: $396,854
- Median Price Per Square Foot: $343
Browse properties by addresses on Grant Ave, Colton, San Bernardino County, CA on TopHap.
- 962 Grant Ave, Colton, CA 92324 (Valley College) is a 1,068 square foot, 2 bedroom, 1 bathroom, 0.13 acre property. It was built in 1926 and has an estimate of $368,861 with a price per ft² of $345.
- 900 Grant Ave, Colton, CA 92324 (Valley College) is a 1,200 square foot, 3 bedroom, 2 bathroom, 0.25 acre property. It was built in 1981 and has an estimate of $480,588 with a price per ft² of $400.
- 958 Grant Ave, Colton, CA 92324 (Valley College) is a 1,411 square foot, 3 bedroom, 2.25 bathroom, 0.13 acre property. It was built in 1942 and has an estimate of $425,515 with a price per ft² of $302.
- 992 Grant Ave, Colton, CA 92324 (Valley College) is a 536 square foot, 1 bedroom, 1 bathroom, 0.13 acre property. It was built in 1937 and has an estimate of $250,571 with a price per ft² of $467.
- 890 Grant Ave, Colton, CA 92324 (Valley College) is a 832 square foot, 3 bedroom, 1 bathroom, 0.13 acre property. It was built in 1922 and has an estimate of $381,188 with a price per ft² of $458.
- 856 Grant Ave, Colton, CA 92324 (Valley College) is a 1,092 square foot, 2 bedroom, 2 bathroom, 0.13 acre property. It was built in 1926 and has an estimate of $372,534 with a price per ft² of $341.
- 980 Grant Ave, Colton, CA 92324 (Valley College) is a 0.12 acre property.
- 870 Grant Ave, Colton, CA 92324 (Valley College) is a 1,441 square foot, 3 bedroom, 2 bathroom, 0.13 acre property. It was built in 1993 and has an estimate of $412,519 with a price per ft² of $181.
- 1112 Grant Ave, Colton, CA 92324 (Valley College) is a 2,650 square foot, 7 bedroom, 2 bathroom, 1.8 acre property. It was built in 1910 and has an estimate of $691,906 with a price per ft² of $261.