osnomu3

Answered

2021-12-21

The amount of money made by the restaurant.

Given: $545 earned by selling 110 hamburgers.

Given: $545 earned by selling 110 hamburgers.

Answer & Explanation

Beverly Smith

Expert

2021-12-22Added 42 answers

Calculation:

Let the amount of money made by the restaurant is x.

The proportion can be written as:

$\frac{545}{110}=\frac{x}{53}$

The ratios can be simplified further by doing cross product:

$\frac{545}{110}=\frac{x}{53}$

$545\left(53\right)=110\left(x\right)$

$110x=28885$

$\frac{110x}{110}=\frac{28885}{110}$

$x=262.590$

$x\approx 262\text{}bur\ge rs$

Let the amount of money made by the restaurant is x.

The proportion can be written as:

The ratios can be simplified further by doing cross product:

poleglit3

Expert

2021-12-23Added 32 answers

Step 1

For the equation

$\frac{545}{110}=\frac{x}{53}$

The cross product is

$545\times 53=110\times x$

Solving for x

$x=\frac{545\times 53}{110}$

and reducing

$x=262.59090909091$

For the equation

The cross product is

Solving for x

and reducing

nick1337

Expert

2021-12-28Added 573 answers

Step 1

Multiply both sides of the equation by 5830, the least common multiple of 110, 53

Multiply 53 and 545 to get 28885.

Swap sides so that all variable terms are on the left hand side.

Divide both sides by 110.

Reduce the fraction

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