Ellen wants to buy a video game that costs $32.50 and $25 of Robux. If she has $60, will she have enough money to purchase both of these items?
To determine if Ellen has enough money to purchase both items, we need to add the cost of the video game and the cost of the Robux together.
$32.50 + $25 = $57.50
Since $57.50 is less than $60, Ellen will have enough money to purchase both the video game and the Robux.
To determine if Ellen has enough money to purchase both items, we need to add up the cost of the video game and the cost of the Robux. Let's calculate:
Video game cost = $32.50
Robux cost = $25.00
Total cost = Video game cost + Robux cost
Total cost = $32.50 + $25.00
Total cost = $57.50
Since the total cost is $57.50 and Ellen has $60, she will have enough money to purchase both the video game and the Robux with $2.50 left over.
To find out if Ellen has enough money to purchase both the video game and the Robux, we need to add up the cost of each item.
The video game costs $32.50, and the Robux cost $25. To find the total cost, we need to add these two amounts together:
$32.50 + $25 = $57.50.
Therefore, the total cost of the video game and the Robux is $57.50.
Ellen has $60. Since $60 is greater than $57.50, Ellen will have enough money to purchase both the video game and the Robux.