How do you write an algebraic expression for five friends went to a baseball game. Three of the friends each bought a ticket for x dollars and a soda for $6.00. The other two friends each bought only tickets. Write and simplify an expression that represents the amount of money spent.
total = 3(x+6) + 2x = 5x+18
8 YEARS STILL NO ANSWER HAHAHAHAHAHAHAH!!!!!
To write an algebraic expression for the amount of money spent by the five friends, let's break down the information provided.
We know that three of the friends each bought a ticket for x dollars and a soda for $6.00. So, the cost of each person's ticket and soda is x + $6.00.
The other two friends each bought only tickets and didn't purchase sodas. Therefore, for these two friends, the cost per ticket would be just x dollars.
To calculate the total amount of money spent, we need to multiply the cost per person by the number of people in each group and then add both groups' expenditures:
Group 1: 3 friends who bought tickets and sodas
Cost per person = x + $6.00
Number of people = 3
Group 1 total cost = (x + $6.00) * 3
Group 2: 2 friends who bought only tickets
Cost per person = x dollars
Number of people = 2
Group 2 total cost = x * 2
Now, we can find the expression for the total amount spent by adding the costs of both groups together:
Total amount spent = Group 1 total cost + Group 2 total cost
= (x + $6.00) * 3 + x * 2
Finally, let's simplify the expression by distributing and combining like terms:
Total amount spent = 3x + $18.00 + 2x
= 5x + $18.00
Therefore, the simplified algebraic expression representing the amount of money spent by the five friends is 5x + $18.00.