Solved on Jan 18, 2024

Laura's go-kart used 3.4 liters of fuel. The go-kart now has 4.91 liters of fuel. Write an equation to find the initial amount of fuel $A$ , then solve for $A$ . $A - 3.4 = 4.91$ $A = 8.31$ liters

STEP 1

Assumptions
1. The go-kart used 3.4 liters of fuel on the trip.
2. After the trip, the go-kart has 4.91 liters of fuel left.
3. Let $A$ be the amount of fuel the go-kart had before the trip in liters.
4. The equation should reflect the relationship between the initial amount of fuel, the amount used, and the amount left.

STEP 2

To find the amount of fuel the go-kart had before the trip, we need to set up an equation that accounts for the fuel used and the fuel remaining.
Since fuel used is subtracted from the initial amount to get the remaining fuel, the appropriate form of the equation is:
$Initial\, amount - Used\, amount = Remaining\, amount$

STEP 3

Fill in the blanks with the letter $A$ for the initial amount of fuel and the numbers 3.4 for the used amount and 4.91 for the remaining amount.
$A - 3.4 = 4.91$

STEP 4

Now we have the equation that can be used to find $A$ :
$A - 3.4 = 4.91$

STEP 5

To solve for $A$ , we need to isolate $A$ on one side of the equation. We can do this by adding 3.4 to both sides of the equation.
$A - 3.4 + 3.4 = 4.91 + 3.4$

STEP 6

Perform the addition on both sides of the equation.
$A = 4.91 + 3.4$

STEP 7

Calculate the sum to find the value of $A$ .
$A = 8.31$
So, the amount of fuel the go-kart had before the trip was 8.31 liters.

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Laura's go-kart used 3.4 liters of fuel. The go-kart now has 4.91 liters of fuel. Write an equation to find the initial amount of fuel $A$ , then solve for $A$ . $A - 3.4 = 4.91$ $A = 8.31$ liters

STEP 1

STEP 2

STEP 3

Fill in the blanks with the letter $A$ for the initial amount of fuel and the numbers 3.4 for the used amount and 4.91 for the remaining amount.
$A - 3.4 = 4.91$

STEP 4

Now we have the equation that can be used to find $A$ :
$A - 3.4 = 4.91$

STEP 5

To solve for $A$ , we need to isolate $A$ on one side of the equation. We can do this by adding 3.4 to both sides of the equation.
$A - 3.4 + 3.4 = 4.91 + 3.4$

STEP 6

Perform the addition on both sides of the equation.
$A = 4.91 + 3.4$

STEP 7

Calculate the sum to find the value of $A$ .
$A = 8.31$
So, the amount of fuel the go-kart had before the trip was 8.31 liters.

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Laura's go-kart used 3.4 liters of fuel. The go-kart now has 4.91 liters of fuel. Write an equation to find the initial amount of fuel AAA, then solve for AAA. A−3.4=4.91A - 3.4 = 4.91A−3.4=4.91 A=8.31A = 8.31A=8.31 liters

STEP 1

STEP 2

STEP 3

Fill in the blanks with the letter AAA for the initial amount of fuel and the numbers 3.4 for the used amount and 4.91 for the remaining amount.A−3.4=4.91A - 3.4 = 4.91A−3.4=4.91

STEP 4

Now we have the equation that can be used to find AAA:A−3.4=4.91A - 3.4 = 4.91A−3.4=4.91

STEP 5

To solve for AAA, we need to isolate AAA on one side of the equation. We can do this by adding 3.4 to both sides of the equation.A−3.4+3.4=4.91+3.4A - 3.4 + 3.4 = 4.91 + 3.4A−3.4+3.4=4.91+3.4

STEP 6

Perform the addition on both sides of the equation.A=4.91+3.4A = 4.91 + 3.4A=4.91+3.4

STEP 7

Calculate the sum to find the value of AAA.A=8.31A = 8.31A=8.31So, the amount of fuel the go-kart had before the trip was 8.31 liters.

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

Laura's go-kart used 3.4 liters of fuel. The go-kart now has 4.91 liters of fuel. Write an equation to find the initial amount of fuel $A$ , then solve for $A$ . $A - 3.4 = 4.91$ $A = 8.31$ liters

Fill in the blanks with the letter $A$ for the initial amount of fuel and the numbers 3.4 for the used amount and 4.91 for the remaining amount.
$A - 3.4 = 4.91$

Now we have the equation that can be used to find $A$ :
$A - 3.4 = 4.91$

To solve for $A$ , we need to isolate $A$ on one side of the equation. We can do this by adding 3.4 to both sides of the equation.
$A - 3.4 + 3.4 = 4.91 + 3.4$

Perform the addition on both sides of the equation.
$A = 4.91 + 3.4$

Calculate the sum to find the value of $A$ .
$A = 8.31$
So, the amount of fuel the go-kart had before the trip was 8.31 liters.