QuestionIn the expression $\frac{3 g}{4}$ , what does $3 g$ represent in terms of the total gas cost for the trip?

Studdy Solution

STEP 1

Assumptions1. The cost of gas is split equally among the friends. . The expression $\frac{3 g}{4}$ represents how much each person pays for $g$ gallons of gas.
3. The variable $g$ represents the number of gallons of gas.

STEP 2

To understand what the expression $g$ in the numerator represents, we need to understand the meaning of the entire expression $\frac{ g}{4}$ .

STEP 3

The expression $\frac{3 g}{}$ is a fraction where $3g$ is the numerator and $$ is the denominator.

STEP 4

In the context of this problem, the denominator $4$ likely represents the number of friends who are splitting the cost of the gas.

STEP 5

The numerator $3g$ then represents the total cost of the gas in dollars for $g$ gallons of gas.

STEP 6

This is because in the expression $\frac{3 g}{4}$ , each friend pays an equal share of the total cost of the gas, which is represented by $3g$ .

STEP 7

So, the expression $3g$ in the numerator represents the total cost of $g$ gallons of gas.
The expression $3g$ in the numerator represents the total cost of the gas in dollars for $g$ gallons of gas.

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QuestionIn the expression $\frac{3 g}{4}$ , what does $3 g$ represent in terms of the total gas cost for the trip?

Studdy Solution

STEP 1

Assumptions1. The cost of gas is split equally among the friends. . The expression $\frac{3 g}{4}$ represents how much each person pays for $g$ gallons of gas.
3. The variable $g$ represents the number of gallons of gas.

STEP 2

To understand what the expression $g$ in the numerator represents, we need to understand the meaning of the entire expression $\frac{ g}{4}$ .

STEP 3

The expression $\frac{3 g}{}$ is a fraction where $3g$ is the numerator and $$ is the denominator.

STEP 4

In the context of this problem, the denominator $4$ likely represents the number of friends who are splitting the cost of the gas.

STEP 5

The numerator $3g$ then represents the total cost of the gas in dollars for $g$ gallons of gas.

STEP 6

This is because in the expression $\frac{3 g}{4}$ , each friend pays an equal share of the total cost of the gas, which is represented by $3g$ .

STEP 7

So, the expression $3g$ in the numerator represents the total cost of $g$ gallons of gas.
The expression $3g$ in the numerator represents the total cost of the gas in dollars for $g$ gallons of gas.

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QuestionIn the expression 3g4\frac{3 g}{4}43g​, what does 3g3 g3g represent in terms of the total gas cost for the trip?

Studdy Solution

STEP 1

Assumptions1. The cost of gas is split equally among the friends. . The expression 3g4\frac{3 g}{4}43g​ represents how much each person pays for ggg gallons of gas.3. The variable ggg represents the number of gallons of gas.

STEP 2

To understand what the expression ggg in the numerator represents, we need to understand the meaning of the entire expression g4\frac{ g}{4}4g​.

STEP 3

The expression 3g\frac{3 g}{}3g​ is a fraction where 3g3g3g is the numerator and $$ is the denominator.

STEP 4

In the context of this problem, the denominator 444 likely represents the number of friends who are splitting the cost of the gas.

STEP 5

The numerator 3g3g3g then represents the total cost of the gas in dollars for ggg gallons of gas.

STEP 6

This is because in the expression 3g4\frac{3 g}{4}43g​, each friend pays an equal share of the total cost of the gas, which is represented by 3g3g3g.

STEP 7

So, the expression 3g3g3g in the numerator represents the total cost of ggg gallons of gas.The expression 3g3g3g in the numerator represents the total cost of the gas in dollars for ggg gallons of gas.

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QuestionIn the expression $\frac{3 g}{4}$ , what does $3 g$ represent in terms of the total gas cost for the trip?

Assumptions1. The cost of gas is split equally among the friends. . The expression $\frac{3 g}{4}$ represents how much each person pays for $g$ gallons of gas.
3. The variable $g$ represents the number of gallons of gas.

To understand what the expression $g$ in the numerator represents, we need to understand the meaning of the entire expression $\frac{ g}{4}$ .

The expression $\frac{3 g}{}$ is a fraction where $3g$ is the numerator and $$ is the denominator.

In the context of this problem, the denominator $4$ likely represents the number of friends who are splitting the cost of the gas.

The numerator $3g$ then represents the total cost of the gas in dollars for $g$ gallons of gas.

This is because in the expression $\frac{3 g}{4}$ , each friend pays an equal share of the total cost of the gas, which is represented by $3g$ .

So, the expression $3g$ in the numerator represents the total cost of $g$ gallons of gas.
The expression $3g$ in the numerator represents the total cost of the gas in dollars for $g$ gallons of gas.