Part 1: At the State Fair it costs $2.75 for a corndog and $3.50 for a funnel cake. How much would it cost for you to order "c" corndogs and "f" funnel cakes? Show how to set this up as an algebraic expression. Part 2: You and your three friends want to order 2 corndogs and 1 funnel cake each. Solve to find out how much it would cost all-together. Part 3: Explain how you solved Part 2. please explain!
Part 1: To find the cost of ordering "c" corndogs and "f" funnel cakes, we can set up the algebraic expression as follows:
Cost = (Cost of 1 corndog * "c") + (Cost of 1 funnel cake * "f")
In this case, the cost of 1 corndog is $2.75 and the cost of 1 funnel cake is $3.50. Therefore, the algebraic expression becomes:
Cost = (2.75 * "c") + (3.50 * "f")
Part 2: To find out how much it would cost for you and your three friends to order 2 corndogs and 1 funnel cake each, we can substitute the values as follows:
Cost = (2.75 * 2) + (3.50 * 1) = 5.50 + 3.50 = $9.00
Therefore, it would cost a total of $9.00 for you and your three friends to order 2 corndogs and 1 funnel cake each.
Part 3: I solved Part 2 by first identifying the number of corndogs and funnel cakes each person wants, which is 2 corndogs and 1 funnel cake. Then, I substituted these values into the algebraic expression from Part 1, considering the cost of each item. By multiplying the cost of 1 corndog by 2, and the cost of 1 funnel cake by 1, I obtained the total cost, which is $9.00.
can you dumb it down
Part 1: To find the cost of ordering "c" corndogs and "f" funnel cakes, we can use this formula:
Cost = (Cost of 1 corndog * "c") + (Cost of 1 funnel cake * "f")
Part 2: You and your three friends want to order 2 corndogs and 1 funnel cake each. The cost for 1 corndog is $2.75 and the cost for 1 funnel cake is $3.50. So, the total cost for all the food is:
Cost = (2.75 * 2) + (3.50 * 1) = $9.00
Part 3: To find the total cost, I multiplied the cost of 1 corndog by 2 (since you and your friends wanted 2 corndogs) and the cost of 1 funnel cake by 1 (since you only wanted 1 funnel cake). Then, I added these two amounts together to get a total cost of $9.00.
Part 1:
To set up the algebraic expression, we can use the variables "c" for the number of corndogs and "f" for the number of funnel cakes.
The cost for "c" corndogs would be 2.75 * c, since each corndog costs $2.75.
The cost for "f" funnel cakes would be 3.50 * f, since each funnel cake costs $3.50.
So the algebraic expression for the total cost would be:
Total Cost = (2.75 * c) + (3.50 * f)
Part 2:
In this case, we want to find out the cost of ordering 2 corndogs and 1 funnel cake each for you and your three friends.
We can substitute "c" with 2 (since you want to order 2 corndogs) and "f" with 1 (since you want to order 1 funnel cake).
Total Cost = (2.75 * 2) + (3.50 * 1)
Part 3:
To solve Part 2, we substitute the values into the algebraic expression:
Total Cost = (2.75 * 2) + (3.50 * 1)
= 5.50 + 3.50
= 9.00
So the total cost for you and your three friends to order 2 corndogs and 1 funnel cake each would be $9.00.
Part 1:
To set up an algebraic expression for the cost of ordering "c" corndogs and "f" funnel cakes, we can multiply the respective quantities by their prices and then add them together.
The cost of "c" corndogs is given by: $2.75 * c
The cost of "f" funnel cakes is given by: $3.50 * f
To find the total cost of ordering "c" corndogs and "f" funnel cakes, we add these two costs together:
Total cost = $2.75 * c + $3.50 * f
Part 2:
To find out how much it would cost for you and your three friends to order 2 corndogs and 1 funnel cake each, we need to substitute the corresponding values into the expression we set up in Part 1.
Let's assume you represent yourself, and your three friends are denoted by friend 1, friend 2, and friend 3.
For each person, we need to order 2 corndogs and 1 funnel cake. So, for you, the values would be c = 2 (corndogs) and f = 1 (funnel cakes). Similarly, for each of your three friends, c = 2 and f = 1.
To calculate the total cost, we substitute these values into our expression:
Total cost = $2.75 * (c + friend 1's c + friend 2's c + friend 3's c) + $3.50 * (f + friend 1's f + friend 2's f + friend 3's f)
Simplifying the expression, we get:
Total cost = $2.75 * (2 + 2 + 2 + 2) + $3.50 * (1 + 1 + 1 + 1)
Total cost = $2.75 * 8 + $3.50 * 4
Part 3:
To solve Part 2, we substituted the values for the number of corndogs and funnel cakes each person wants into the algebraic expression. This involved adding up the quantities of corndogs and funnel cakes for each person, multiplied by the respective prices.
Once we had the total cost expression, we simply needed to simplify it by performing the calculations. In this case, we added up the quantities of corndogs and funnel cakes for each person and multiplied them by their respective prices.
The final step was to compute the total cost by adding the products of the corndog costs and the funnel cake costs together.