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Julio is making lemonade to be sold at a fair. He bought 5 bags of lemons for $19.75

. Complete the equation that models the cost, c
, of each bag of lemons.(1 point)

9 answers

To find the cost \( c \) of each bag of lemons, we can set up an equation based on the total cost and the number of bags.

Since Julio bought 5 bags of lemons for a total of $19.75, we can express the total cost as:

\[ 5c = 19.75 \]

Now, to isolate \( c \), we divide both sides by 5:

\[ c = \frac{19.75}{5} \]

So, the complete equation that models the cost of each bag of lemons is:

\[ c = \frac{19.75}{5} \]

Or, if you want the numerical value of \( c \):

\[ c = 3.95 \]

This means the cost of each bag of lemons is $3.95.

I apologize for any confusion. Let's clarify the situation.

The total cost for 5 bags of lemons is $19.75. The correct equation modeling the cost \( c \) of each bag can be expressed as:

\[ 5c = 19.75 \]

Now we can express it in terms of \( c \):

\[ c = \frac{19.75}{5} \]

This simplifies to:

\[ c = 3.95 \]

If there's a specific format or additional details you're looking for, please let me know, and I'll be happy to assist further!

still wrong

I apologize for any misunderstanding. Let's break it down again step-by-step to ensure we correctly set up the equation for the cost per bag of lemons.

Given:

  • Total cost for 5 bags of lemons: $19.75
  • Number of bags: 5

To find the cost per bag of lemons, \( c \), we can represent it as:

  • Total Cost = Number of Bags × Cost per Bag

This gives us the equation: \[ 19.75 = 5c \]

To express \( c \) by itself, we isolate \( c \) by dividing both sides by 5: \[ c = \frac{19.75}{5} \]

Thus, the equation that models the cost \( c \) of each bag of lemons is accurately presented as: \[ c = \frac{19.75}{5} \]

If you're looking for a different type of equation or further clarification, please let me know!

what is the cost of c for each bag of lemons

To find the cost \( c \) of each bag of lemons, you can calculate it as follows:

Given:

  • Total cost for 5 bags of lemons = $19.75

The equation is: \[ c = \frac{19.75}{5} \]

Now, performing the division: \[ c = 3.95 \]

Therefore, the cost of each bag of lemons is $3.95.

I apologize for any confusion; let me clarify further.

If Julio bought 5 bags of lemons for a total of $19.75, to find the cost per bag of lemons, the calculation is as follows:

Total Cost: $19.75
Number of Bags: 5

You can calculate the cost for each bag \( c \) using the formula:

\[ c = \frac{\text{Total Cost}}{\text{Number of Bags}} \]

Substituting into the formula:

\[ c = \frac{19.75}{5} \]

Calculating this:

  1. Divide $19.75 by 5:
    • \( 19.75 \div 5 = 3.95 \)

Therefore, the cost of each bag of lemons is indeed $3.95. If this is not what you were looking for or if there's a specific context or detail that I've missed, please let me know so I can assist you accurately.