A hotel manager is buying wallpaper for the rooms in his hotel. Each roll of wallpaper costs 48$. If he spent 5,568 how many rolls of wallpaper did the hotel manager buy?
To find the number of rolls of wallpaper purchased by the hotel manager, we need to divide the total amount spent by the cost of each roll. So 5,568/48 = <<5568/48=116>>116 rolls of wallpaper. Answer: \boxed{116}.
To find the number of rolls of wallpaper the hotel manager bought, we need to divide the total amount spent by the cost per roll.
Number of rolls = Total amount spent / Cost per roll
Number of rolls = 5568 / 48
Number of rolls = 116
Therefore, the hotel manager bought 116 rolls of wallpaper.
To find out how many rolls of wallpaper the hotel manager bought, we need to divide the total amount spent by the cost of each roll.
The cost of each roll of wallpaper is $48.
Let's assume the hotel manager bought 'x' rolls of wallpaper.
The total amount spent on wallpaper is given as $5,568.
So, we can set up the equation:
48 * x = 5,568
To solve the equation for 'x', we divide both sides by 48:
x = 5,568 / 48
Now we can perform the division to find the value of 'x':
x = 116
Therefore, the hotel manager bought 116 rolls of wallpaper.