Question

A group of 3 friends spends a total of $17.25 for brunch at a restaurant before tax and tip. Everyone orders the same thing: scrambled eggs, toast, and orange juice. An order of toast costs $1, and an order of orange juice costs $1.75. The equation that models the

total breakfast bill is_______
(asking again because...why not :(
An order of scrambled eggs costs________

Answer 1

Answer:

The correct equation is 3(2.75 + x) = 17.25 and the cost of scrambled eggs is $3.00.

Step-by-step explanation:

As per the given question,

Total expenditure = $17.25

Number of friends = 3

Cost of an order of toast = $1

Cost of an order of orange juice = $1.75

Let the cost of an order of  scrambled eggs be x

As we know that, the 3 friends order the same thing i.e. scrambled eggs, toast, and orange juice.

Therefore,

The equation that models the total breakfast bill will become,

3(1+1.75+x) = 17.25

3(2.75 + x) = 17.25

Hence, the equation that models the breakfast bill is 3(2.75 + x) = 17.25.

Now, solving for x, we will get,

3(2.75 + x) = 17.25

8.25 + 3x = 17.25

3x = 17.25 - 8.25

3x = 9.00

x = 3.00

Hence, an order of scrambled eggs will cost $3.00.

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Answer 2

Answer:

An order of scrambled eggs costs $3.

Step-by-step explanation:

The equation that models the total breakfast bill can be found by multiplying the cost of each item by the number of people in the group and adding them together. Let's call the cost of an order of scrambled eggs "x".

Since everyone orders the same thing, the cost of one person's meal is:

1x (scrambled eggs) + 1 (toast) + 1.75 (orange juice) = x + 2.75

So the cost of the entire group's meal is:

3(x + 2.75) = 3x + 8.25

But we know that the total cost is $17.25, so we can set up an equation:

3x + 8.25 = 17.25

Solving for x, we get:

3x = 9

x = 3

Therefore, an order of scrambled eggs costs $3.

The equation that models the total breakfast bill is:

3(x + 2.75) = 17.25

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