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At a service station, the gasoline tank lasts 5 days if 1,400 gallons are sold per day. I explain in two different ways how many gallons per day must be sold for the tank to last 7 days.

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Answer to a math question At a service station, the gasoline tank lasts 5 days if 1,400 gallons are sold per day. I explain in two different ways how many gallons per day must be sold for the tank to last 7 days.

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Miles

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107 Answers

Step 1: Let the total capacity of the gasoline tank be denoted as

$C$

. Since 1,400 gallons per day allow the tank to last 5 days, we can write:

C = 1400 \times 5 = 7000

gallons. Step 2: To find out how many gallons per day

$x$

can be sold for the tank to last 7 days, we set up the equation:

7x = 7000

. Step 3: Solving for

$x$

gives:

x = \frac{7000}{7} = 1000

gallons per day.

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At a service station, the gasoline tank lasts 5 days if 1,400 gallons are sold per day. I explain in two different ways how many gallons per day must be sold for the tank to last 7 days.

Answer to a math question At a service station, the gasoline tank lasts 5 days if 1,400 gallons are sold per day. I explain in two different ways how many gallons per day must be sold for the tank to last 7 days.

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