Benjamin Moore Paint Formula:
The Benjamin Moore Garage Paint Calculator helps determine the exact amount of Benjamin Moore paint needed for your garage project based on area, coverage rate, and number of coats required.
The calculator uses the Benjamin Moore paint formula:
Where:
Explanation: The formula calculates the total paint needed by dividing the area by the coverage rate per gallon, then multiplying by the number of coats for complete coverage.
Details: Accurate paint calculation ensures you purchase the right amount of Benjamin Moore paint, avoiding waste from overbuying or project delays from underbuying. Proper calculation also helps with budget planning and ensures consistent color and finish.
Tips: Measure your garage area accurately in square feet. Use the manufacturer's recommended coverage rate (typically 350-400 sq ft/gallon for Benjamin Moore paints). Consider applying 2 coats for optimal coverage and durability. Always round up to the nearest whole gallon to account for waste and touch-ups.
Q1: What is the typical coverage rate for Benjamin Moore paints?
A: Most Benjamin Moore paints cover 350-400 square feet per gallon, but always check the specific product label for exact coverage rates.
Q2: How do I calculate my garage's paintable area?
A: Measure length and height of each wall, calculate area (length × height), then subtract areas for doors and windows. Don't forget the ceiling if painting it.
Q3: Why are multiple coats usually needed?
A: Multiple coats ensure even color, better durability, and complete coverage, especially when painting over darker colors or porous surfaces.
Q4: Should I buy extra paint for touch-ups?
A: Yes, it's recommended to purchase 10-15% extra paint for touch-ups and future maintenance. Benjamin Moore colors can be matched later, but having the original batch ensures perfect color consistency.
Q5: Does garage floor paint have different coverage?
A: Yes, garage floor/epoxy paints typically have different coverage rates (200-300 sq ft/gallon) due to their thicker consistency and application requirements.