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in Rohnert Park, CA
Rohnert Park attracts two very different borrower types. Owner-occupants want conventional financing. Investors want income-producing rentals.
These two loans solve different problems. Knowing which fits your situation saves time and money.
Conventional loans use your personal income to qualify. W-2s, tax returns, and debt ratios determine your approval.
Rates are competitive for strong borrowers. You'll need solid credit, steady income, and typically 3-20% down.
DSCR loans qualify based on the property's rent, not your tax returns. That's a big deal for self-employed investors.
Lenders look at rental income versus the monthly mortgage payment. A DSCR of 1.0 or higher typically gets you approved.
Conventional rates run lower than DSCR. HousingWire flagged the 30-year fixed hitting 6.57% — DSCR loans typically price above that. Rates vary by borrower profile and market conditions.
Conventional requires 15-20% down on investment properties. DSCR lenders often require 20-25%. The tradeoff is easier income qualification with DSCR.
Buying a home to live in? Conventional is almost always the right call. Better rates, lower down payment, and straightforward approval.
Buying a rental in Rohnert Park to generate income? DSCR removes the personal income barrier. That matters if you're self-employed or already carry multiple mortgages.
No. DSCR loans are for investment properties only. For a primary residence, you need conventional or government-backed financing.
Most DSCR lenders require 660-680 minimum. Stronger credit gets you better pricing on this non-QM product.
Yes, but lenders apply stricter terms. Expect 15-20% down and your personal debt ratios still have to work.
Divide the monthly rent by the total mortgage payment. A ratio at or above 1.0 means the property covers its own debt.
DSCR can close faster for investors since there's no income document review. Conventional timelines depend on underwriting volume.
Yes. Many investors use conventional for their home and DSCR for rentals. They underwrite independently of each other.