High School

Thank you for visiting A bakery sells muffins for 1 25 each and scones for 1 75 each Write an expression that represents the total amount the bakery can. This page is designed to guide you through key points and clear explanations related to the topic at hand. We aim to make your learning experience smooth, insightful, and informative. Dive in and discover the answers you're looking for!

A bakery sells muffins for $1.25 each and scones for $1.75 each. Write an expression that represents the total amount the bakery can earn selling muffins and scones.

Let:
- \( m \) be the number of muffins sold.
- \( s \) be the number of scones sold.

The total amount earned, \( T \), can be expressed as:
\[ T = 1.25m + 1.75s \]

Answer :

The total revenue the bakery can earn from selling muffins and scones can be calculated by the expression: Total Revenue = ($1.25 imes number of muffins) + ($1.75 imes number of scones). Multiply the number of each item sold by its price and add the results to find the total.

The expression that represents the total amount the bakery can earn selling muffins and scones is: Total Revenue = ($1.25 imes number of muffins sold) + ($1.75 imes number of scones sold).

In this expression, the $1.25 is the cost per muffin and the $1.75 is the cost per scone. To find the total amount earned, you will multiply the number of muffins sold by $1.25 and the number of scones sold by $1.75 and then add the two amounts together.

For example, if the bakery sells 10 muffins and 8 scones, the total revenue will be (10 imes $1.25) + (8 imes $1.75) = $12.50 + $14.00 = $26.50.

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Rewritten by : Jeany

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