SOLUTION: A gallon of paint will cover approximately 275 square feet. Ifthe master suite is 16.5 feet by 14 feet with 8 foot ceilings,approximately how many gallons of paint would be needed

Algebra.Com
Question 909340: A gallon of paint will cover approximately 275 square feet. Ifthe master suite is 16.5 feet by 14 feet with 8 foot ceilings,approximately how many gallons of paint would be needed to paint the room?


Answer by josgarithmetic(39617)   (Show Source): You can put this solution on YOUR website!
Uniform Rates rule, R*V=A usage rate, volume of paint, area of surface covered.
The units for V are gallons (volume) and units for A are square feet (area).

Question is to find v in . Variable meanings similar to the basic rule.
The room has six sides to account for area.
a=floor, cieling, two sides, other two sides.
Eight foot cieling part confusing, but seems to mean cieling is 8 feet above the floor.





r = 275 square feet per gallon, given.





gallons, or up to but not more than gallons approximately

RELATED QUESTIONS

Hello Thank you so much for your help with this question A gallon of paint will cover... (answered by ewatrrr)
a gallon of paint will cover approximatly 275 square feet. if the master suit shown inthe (answered by josgarithmetic)
Determine the number of cans of paint needed to paint three rooms of a house (walls and... (answered by josgarithmetic,josmiceli)
A painter needs to purchase enough paint to paint a bedroom that consists of four walls.... (answered by ikleyn)
an advertisement says that 5 gallons of paint will cover 65 square feet. how many square... (answered by josgarithmetic)
A particular paint requires 1 gallon to cover 125 square feet of metal roof. If the roof (answered by checkley77)
A particular paint requires 1 gallon to cover 125 square feet of metal roof. If the roof... (answered by rfer)
A particular paint requires 1 gallon to cover 125 square feet of metal roof. If the roof... (answered by ewatrrr)
Sergio plans to paint the 4 walls of his room with 1 coat of paint. The walls are... (answered by Theo)