Answer :
Final answer:
The gallon of striping paint would cover 360 lineal feet of 4-inch wide stripe. This is calculated by dividing the total coverage in square feet by the square footage of a lineal foot of the stripe.
Explanation:
The key here is converting the coverage area to lineal feet. Since one gallon of striping paint covers 120 square feet, we need to know how many 4-inch wide (which is 1/3 feet wide) strips make up this 120 square feet.
First, calculate how many square feet are in a lineal foot of a 4-inch wide stripe: 1/3 * 1 = 1/3 square feet. Since a gallon covers 120 square feet, we can divide 120 by 1/3 to find out how many lineal feet the striping paint will cover. 120/(1/3) = 360.
So, the answer is C. 360 LF.
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